tag:blogger.com,1999:blog-67346917672335185682024-03-27T14:51:45.614-07:00Off-grid living: solar power and cookingBlog featuring posts on all aspects of off-grid solar power with examples of solar power packs and instructions on how to build them.MisterTeehttp://www.blogger.com/profile/06785944743716270763noreply@blogger.comBlogger11125tag:blogger.com,1999:blog-6734691767233518568.post-58918115723423099202022-09-12T01:05:00.001-07:002022-09-12T01:05:22.497-07:00Jam Jar solar powered light<p>This post describes a LED light kit that can be put inside a used jam jar along with a solar panel to provide a few hours of light in the evening - or during power cuts. </p><span><a name='more'></a></span><p>Here is the kit as supplied. It consists of a small solar panel, an electronic assembly, a bracket, 2 x nuts and bolts and some sticky pads.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhl6A51MV-thIfObDypHn3d0BaIFTh_ZZCGs3bGbX3OJmvLn_VYMdsotUQyYiq7Y95iM8XX478RQJRX4ait2o3SxWnK2Pqrp1IlH_szyyVV7hZY6joH6TCtkmZUydVxPv_itj99oRJ2iOIaOiFQaVfqR9J3mG6FjFoduCfOJ9tlbCwKXj98nGKxBXN4/s4608/IMG_20220912_082101919.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3456" data-original-width="4608" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhl6A51MV-thIfObDypHn3d0BaIFTh_ZZCGs3bGbX3OJmvLn_VYMdsotUQyYiq7Y95iM8XX478RQJRX4ait2o3SxWnK2Pqrp1IlH_szyyVV7hZY6joH6TCtkmZUydVxPv_itj99oRJ2iOIaOiFQaVfqR9J3mG6FjFoduCfOJ9tlbCwKXj98nGKxBXN4/s320/IMG_20220912_082101919.jpg" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: justify;">You can use any old jar that has been used for jam, peanut butter or marmalade. The only tools required for this project is a drill and a small screwdriver. Drill a couple of holes in the lid - one for the bracket that holds the electronic assembly and the other for the wires from the solar panel.</div><div class="separator" style="clear: both; text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPsHtC0Ux0FvfSj48AQT6u3_PQ3cb_ffCmdampuvaqwkYHrV1Z69_Ds1ai7WxUcWXSAHehTlgjPJWiGiK04ZhzVeN_zi62F1mWZVfglGRQMU2Ko4n5YVHzZHAmCle38AZ42Jiou9fG0GiUVJ_WxIQ4WKp1PphpmvUfx3NH5tbIE89LR4c4FUkG4TzL/s4608/IMG_20220912_081825907_HDR.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4608" data-original-width="3456" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPsHtC0Ux0FvfSj48AQT6u3_PQ3cb_ffCmdampuvaqwkYHrV1Z69_Ds1ai7WxUcWXSAHehTlgjPJWiGiK04ZhzVeN_zi62F1mWZVfglGRQMU2Ko4n5YVHzZHAmCle38AZ42Jiou9fG0GiUVJ_WxIQ4WKp1PphpmvUfx3NH5tbIE89LR4c4FUkG4TzL/s320/IMG_20220912_081825907_HDR.jpg" width="240" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdz98ud3Us4-1bminU-tOeBsYzNQ6olgrgYsPaMHQ5gfE6fD_xiO_YMyOCxmsER9nRAmY2QeHeJJKO4xCbREHZU0wRPWr1Y658hVNWLe1u3Uc2-g-bW44Zmqg6rAzm0tdCJECbSPOX38nlMpWSMneiJtK54L2EP_0SXsC8H7zP2PPcBMXMWlNtvfFG/s4608/IMG_20220912_081855397_HDR.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3456" data-original-width="4608" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdz98ud3Us4-1bminU-tOeBsYzNQ6olgrgYsPaMHQ5gfE6fD_xiO_YMyOCxmsER9nRAmY2QeHeJJKO4xCbREHZU0wRPWr1Y658hVNWLe1u3Uc2-g-bW44Zmqg6rAzm0tdCJECbSPOX38nlMpWSMneiJtK54L2EP_0SXsC8H7zP2PPcBMXMWlNtvfFG/s320/IMG_20220912_081855397_HDR.jpg" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: justify;">Once assembled, just leave the jar on a window cill. The red LED will light up when to show that the battery is charging.</div><div class="separator" style="clear: both; text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6HVyg_UiVq8A6YtgB2-3WcQXoxIfMLIXzQjOpDRm3e159xUhZDyTUeQYf_-ZoUCsaq0gSEICmSPB79wr_mzlrGjEDuY20uuuct_x7ORGNc87hZC2RG4qP2qvhLQwrBUMKaYcjMC63o-pqNh_pdA_QhqZAHMPzcYRdxQyD6ICLTvxj_-FN-ka2SGHY/s4608/IMG_20220912_081605656_HDR.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4608" data-original-width="3456" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6HVyg_UiVq8A6YtgB2-3WcQXoxIfMLIXzQjOpDRm3e159xUhZDyTUeQYf_-ZoUCsaq0gSEICmSPB79wr_mzlrGjEDuY20uuuct_x7ORGNc87hZC2RG4qP2qvhLQwrBUMKaYcjMC63o-pqNh_pdA_QhqZAHMPzcYRdxQyD6ICLTvxj_-FN-ka2SGHY/s320/IMG_20220912_081605656_HDR.jpg" width="240" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: justify;">When it's dark or there is a power cut, just switch the LEDs on. Make sure to switch off when you have finished. The LEDs should last about 2 hours after a full charge. </div><div class="separator" style="clear: both; text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg25a9Pd7h6aXkw0kqsLfnsGMML3vstBRHTLbL5taN0SbRrDcihL1evxsD2RMlWzcUAINFylwL8_9TQFFpH0ZWGzQK7boPT0QD6T5N_zcXfzuVfYsEm3kW2UnHIEZ_7YwFQXeoxpec7En79B_B9zQwGu1Ji4kNEIPprrYeeMmhC50BItxWl8Ed5La76/s4608/IMG_20220912_081733682.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3456" data-original-width="4608" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg25a9Pd7h6aXkw0kqsLfnsGMML3vstBRHTLbL5taN0SbRrDcihL1evxsD2RMlWzcUAINFylwL8_9TQFFpH0ZWGzQK7boPT0QD6T5N_zcXfzuVfYsEm3kW2UnHIEZ_7YwFQXeoxpec7En79B_B9zQwGu1Ji4kNEIPprrYeeMmhC50BItxWl8Ed5La76/s320/IMG_20220912_081733682.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: justify;">Just leave it out on a window cill to charge up the next day.</div><div class="separator" style="clear: both; text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: justify;"><br /></div><br /><div class="separator" style="clear: both; text-align: justify;"><br /></div><br /><div class="separator" style="clear: both; text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: justify;"><br /></div><br /><p><br /></p><p><br /></p>MisterTeehttp://www.blogger.com/profile/06785944743716270763noreply@blogger.com0tag:blogger.com,1999:blog-6734691767233518568.post-34971203752819264202022-07-18T10:05:00.002-07:002022-07-18T10:06:34.685-07:00Power, Cable Size and Fuses<p> This note shows how to use power to work out the current and then the cable size. It also shows appropriate fuses for the size of cable used.</p><span><a name='more'></a></span><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYrD_aTDeBgO9ia_bDLL23_64GGSrfY7XTKk8Oy01YrLDj_N1mpgB-10BIBvaao01ah6yOjwBp_DAlj2-lq313R53baMwV0FSY_ovCwOfec_vSjISl1TUD3VLAtz1swy9w-p7K4B_ybH5gtBvTVi1vNc1BaeenmNAfyFbbksDsUilAXsAXekASmptl/s3284/power,%20cable%20size%20and%20fuses.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2239" data-original-width="3284" height="347" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYrD_aTDeBgO9ia_bDLL23_64GGSrfY7XTKk8Oy01YrLDj_N1mpgB-10BIBvaao01ah6yOjwBp_DAlj2-lq313R53baMwV0FSY_ovCwOfec_vSjISl1TUD3VLAtz1swy9w-p7K4B_ybH5gtBvTVi1vNc1BaeenmNAfyFbbksDsUilAXsAXekASmptl/w510-h347/power,%20cable%20size%20and%20fuses.jpg" width="510" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: justify;"><b>Notes</b></div><div class="separator" style="clear: both; text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: justify;">1. The current flowing through a cable is worked out by dividing the power by the voltage.</div><div class="separator" style="clear: both; text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: justify;">2. The higher the voltage the smaller the current.</div><div class="separator" style="clear: both; text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: justify;">3. Choose the biggest cable that you can practically use.</div><div class="separator" style="clear: both; text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: justify;">4. The fuse / circuit breaker needs to be between the current flowing and the Max current of the cable.</div><div class="separator" style="clear: both; text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: justify;">5. The most current flows between the Battery and the Power Inverter and this usually has the thickest cable.</div><div class="separator" style="clear: both; text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: justify;">6. For power up to 1000 Watts, Battery voltage of 12 V works well. The cable size is 20 mm 2.</div><div class="separator" style="clear: both; text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: justify;">7. For power over 1000 Watts, you will need to work at 24 V - ie 2 Batteries in series. </div><br /><p><br /></p><p><br /></p>MisterTeehttp://www.blogger.com/profile/06785944743716270763noreply@blogger.com0tag:blogger.com,1999:blog-6734691767233518568.post-59879679882018117302021-03-12T06:30:00.005-08:002022-05-06T11:17:45.749-07:00DIY Solar Cooker Instructions<p><span style="font-family: Arial, sans-serif; text-align: justify;">This
article outlines the design of a simple solar cooker for use in the tropics. It
is relatively simple to build with readily available materials. It is based on
the ‘Heaven’s Flame’ design by Maria Telkes. The design will have to be adopted
to have a sloping glass front depending on the latitude of the place of use.</span></p><p><span></span></p><a name='more'></a><p></p><p class="MsoNormal" style="mso-pagination: none; text-align: justify;"><b><span lang="EN-US" style="font-family: "Arial","sans-serif"; mso-bidi-font-size: 12.0pt;">Materials
Required</span></b></p><p class="MsoNormal" style="mso-pagination: none; text-align: justify;"><span style="font-family: Arial, sans-serif;">1/2
inch plywood: We are going to build this cooker out of wood. This will give us
a robust product that will last many years. We will need 5 pieces. One of size
23 x 23 inches to form the base, Two of size 24 x 12 inches to form the front
and back and two of size 23 x 12 inches to form the two sides.</span></p>
<p class="MsoNormal" style="mso-pagination: none; text-align: justify;"><span style="font-family: Arial, sans-serif;">Cooking
tinfoil: A few rolls of this will be required and will be used for lining the
inside of the insulation and the reflector panels. If required we can also use
this in-between layers of the cardboard insulation to increase the efficiency
of the cooker.</span></p><p class="MsoNormal" style="mso-pagination: none; text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXYNQGSCupOBhJlEAgcBLFNIg43r_R3Pc6nylmq9NFJBp7DkYBtJxSYSdSAXnKv13faeXPzhbIvS5zQIRzlSxy49nE6b5RYyL1Hz10oyt6J6aZulY4mFhbymp3coEJoSKTcZn6V0DEEGY/s1815/combi+3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="818" data-original-width="1815" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXYNQGSCupOBhJlEAgcBLFNIg43r_R3Pc6nylmq9NFJBp7DkYBtJxSYSdSAXnKv13faeXPzhbIvS5zQIRzlSxy49nE6b5RYyL1Hz10oyt6J6aZulY4mFhbymp3coEJoSKTcZn6V0DEEGY/s320/combi+3.jpg" width="320" /></a></div><span style="font-family: Arial, sans-serif;"><p class="MsoNormal" style="mso-pagination: none; text-align: justify;"><span style="font-family: Arial, sans-serif;"><br /></span></p>Aluminium
Foil Tape: A roll of this will be required for taping the insulation to the box
and sealing the glass onto the box.</span><p></p>
<p class="MsoNormal" style="mso-pagination: none; text-align: justify;"><span style="font-family: Arial, sans-serif;">Cardboard
Packaging: Its best to use discarded cardboard packaging for this as it should
be freely available. Just make sure it’s clean and does not have packing tape
or other plastic or food material stuck to it.</span></p>
<p class="MsoNormal" style="mso-pagination: none; text-align: justify;"><span style="font-family: Arial, sans-serif;">Glass
Pane: For a basic cooker a single pane of glass (22 x 22 inches) will be
required. A second piece or a double glazed piece of glass will significantly
increase the efficiency of the cooker.</span></p>
<p class="MsoNormal" style="mso-pagination: none; text-align: justify;"><span style="font-family: Arial, sans-serif;">Black
Metal Plate: This will form the base of the Solar Box Cooker. It will attract
the sun’s radiation and conduct it to the metal cooking containers. This needs
to 19 x 19 inches to fit in the base of the cooker.</span></p>
<p class="MsoNormal" style="mso-pagination: none; text-align: justify;"><span style="font-family: Arial, sans-serif;">Black
Duct Tape: A roll of this will be required to tape the glass in place.</span></p>
<p class="MsoNormal" style="mso-pagination: none; text-align: justify;"><span style="font-family: Arial, sans-serif;">2
metal hinges: To provide a door at the back to introduce food inside the
cooker.</span></p>
<p class="MsoNormal" style="mso-pagination: none; text-align: justify;"><span style="font-family: Arial, sans-serif;">An
Oven Thermometer: This will be quite useful to monitor the temperature within
our Solar Box Cooker.</span></p>
<p class="MsoNormal" style="mso-pagination: none; text-align: justify;"><span style="font-family: Arial, sans-serif;">Assorted
screws and nails: To assemble the Solar Cooker.</span></p>
<p class="MsoNormal" style="mso-pagination: none; text-align: justify;"><span style="font-family: Arial, sans-serif;">Glue:
To stick the tin foil onto the insulation and the reflectors.</span></p>
<p class="MsoNormal" style="mso-pagination: none; text-align: justify;"><span lang="EN-US" style="font-family: "Arial","sans-serif"; mso-bidi-font-size: 12.0pt;">2
Black metal pans with lids: For cooking a couple of dishes at the same time.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-pagination: none; text-align: justify;"><span style="font-family: Arial, sans-serif;">1/4
inch plywood: This will be used to construct the reflectors. We will require 4
pieces each of size 24 x 24 inches.</span></p>
<p class="MsoNormal" style="mso-pagination: none; text-align: justify;"><span style="font-family: Arial, sans-serif;">8
metal brackets: For mounting the reflectors.</span></p>
<p class="MsoNormal" style="mso-pagination: none; text-align: justify;"><span style="font-family: Arial, sans-serif;">Assorted
nuts and bolts: To mount the reflectors onto the metal brackets.</span></p>
<p class="MsoNormal" style="mso-pagination: none; text-align: justify;"><b><span lang="EN-US" style="font-family: "Arial","sans-serif"; mso-bidi-font-size: 12.0pt;">Tools
required</span></b></p>
<p class="MsoNormal" style="mso-pagination: none; text-align: justify;"><span style="font-family: Arial, sans-serif;">Either
a hand saw or an electric jig saw for cutting the plywood</span></p>
<p class="MsoNormal" style="mso-pagination: none; text-align: justify;"><span lang="EN-US" style="font-family: "Arial","sans-serif"; mso-bidi-font-size: 12.0pt;">Hammer
and screw driver to assemble the box<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-pagination: none; text-align: justify;"><span lang="EN-US" style="font-family: "Arial","sans-serif"; mso-bidi-font-size: 12.0pt;">Scissors
to cut up the aluminium foil and tape.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-pagination: none; text-align: justify;"><span lang="EN-US" style="font-family: "Arial","sans-serif"; mso-bidi-font-size: 12.0pt;">Craft
knife or scalpel to cut up the cardboard packaging<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-pagination: none; text-align: justify;"><b><span lang="EN-US" style="font-family: "Arial","sans-serif"; mso-bidi-font-size: 12.0pt;">Making
the wooden box</span></b></p>
<p class="MsoNormal" style="mso-pagination: none; text-align: justify;"><span style="font-family: Arial, sans-serif;">The
completed wooden box is shown here. Some designs of Solar Box Cookers use the
glass lid to access the inside for getting food in and out. The problem with
this is that a lot of heat is lost every time one opens the cooker to check on
the food. For this reason in this design, we are going to put a door in the
rear of the cooker.</span></p>
<p class="MsoNormal" style="mso-pagination: none; text-align: justify;"><span style="font-family: Arial, sans-serif;">Either
nails or screws can be used to assemble the box.</span></p>
<p align="center" class="MsoNormal" style="mso-pagination: none; text-align: center;"><span lang="EN-US" style="font-family: "Arial","sans-serif"; mso-bidi-font-size: 12.0pt;"><o:p></o:p></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXivq47Uh9mpVEgupVxx7jDDaApe7fpKo2t1k8T_MAjlV1QFeft38D7WyoyLpFc7rRdWGF6_7txAS7FpfXc9I5f-Sr1hjeseeJT1dF1INvVd9n9smrAVwhBSRk_29Iml_9MXFJJ6dp__A/s2374/combi+1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="934" data-original-width="2374" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXivq47Uh9mpVEgupVxx7jDDaApe7fpKo2t1k8T_MAjlV1QFeft38D7WyoyLpFc7rRdWGF6_7txAS7FpfXc9I5f-Sr1hjeseeJT1dF1INvVd9n9smrAVwhBSRk_29Iml_9MXFJJ6dp__A/s320/combi+1.jpg" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><span style="font-family: Arial, sans-serif; text-align: justify;">Attach
the door to the box using 2 hinges as shown below. Add a couple of catches to
fasten the door when the oven is in use.</span><p></p>
<p class="MsoNormal" style="mso-pagination: none; text-align: justify;"><b><span lang="EN-US" style="font-family: "Arial","sans-serif"; mso-bidi-font-size: 12.0pt;">Adding
the insulation</span></b></p>
<p class="MsoNormal" style="mso-pagination: none; text-align: justify;"><span style="font-family: Arial, sans-serif;">Use
the cardboard packaging to make up the insulation. This is added to the inside
of the front and side panels. If the insulation is prepared to the right size,
there is no need to use nails or glue to hold this in place.</span></p>
<p class="MsoNormal" style="mso-pagination: none; text-align: justify;"><span style="font-family: Arial, sans-serif;">Our
design of Box Cooker is going to use 2 inches of insulation to make sure that
the heat remains trapped inside for as long as possible. The cheapest and
safest way to do this is to use layers of cardboard packaging. Because of the
high temperatures that can be achieved in the oven one has to be careful of
using certain types of insulation as they may release toxic gases when heated.</span></p>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlCs-EDp99dUp684C02-FOck3SdAdcfTf4Df6HVCjUuvY4MrS8bSfHyJ_D6enNp5Nt_MbVs6zIyCFrmAlqJiCAnLszuzZJHiY9HUbz8fz2xNBrl253gRxOK2a3DZ0_9y7BNEbGqXekDnM/s461/combi+a.jpg" imageanchor="1" style="font-family: Arial, sans-serif; margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="169" data-original-width="461" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlCs-EDp99dUp684C02-FOck3SdAdcfTf4Df6HVCjUuvY4MrS8bSfHyJ_D6enNp5Nt_MbVs6zIyCFrmAlqJiCAnLszuzZJHiY9HUbz8fz2xNBrl253gRxOK2a3DZ0_9y7BNEbGqXekDnM/s320/combi+a.jpg" width="320" /></a></div><p class="MsoNormal" style="mso-pagination: none; text-align: justify;"><span style="font-family: Arial, sans-serif;">To
increase the efficiency of the cooker one should use layers of tin foil and
cardboard. The shiny side of the tin foil should face the inside of the cooker.</span></p>
<p class="MsoNormal" style="mso-pagination: none; text-align: justify;"><span lang="EN-US" style="font-family: "Arial","sans-serif"; mso-bidi-font-size: 12.0pt;"><o:p> </o:p></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsH9Q-uENx1VQJGF-SO9KsPqsJXSc-q5v3Q8xKicFRoQRZtgcqIowdjJZnoT_u0UTEcPMMpy72-1ibEq_ODeBLz4no5yV3w3ARoLIraUXNrMB0WM6LOEOJpzOQhCLI092IDFjJ5Iyivyo/s2663/combi+2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="908" data-original-width="2663" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsH9Q-uENx1VQJGF-SO9KsPqsJXSc-q5v3Q8xKicFRoQRZtgcqIowdjJZnoT_u0UTEcPMMpy72-1ibEq_ODeBLz4no5yV3w3ARoLIraUXNrMB0WM6LOEOJpzOQhCLI092IDFjJ5Iyivyo/s320/combi+2.jpg" width="320" /></a></div><p></p><p class="MsoNormal" style="mso-pagination: none; text-align: justify;"><span style="font-family: Arial, sans-serif;">The
insulation around the door is slightly offset to make sure that heat is still
trapped inside the oven when the door is closed. This insulation needs to be
glued or nailed to fix it to the door.</span></p>
<p class="MsoNormal" style="mso-pagination: none; text-align: justify;"><span lang="EN-US" style="font-family: "Arial","sans-serif"; mso-bidi-font-size: 12.0pt;"><o:p> </o:p></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjn6OLlbWmD9mcJ3bGAtspwZ67ktRE9D6A70Gi5KoFb5Rpd6bsab6anxWIIC2YPwg5rMUTrdn6aDgd_F_MqygvmFsUwPpdU0bIiCCZ7K00Vhz80nYIzyy-aArkRmFF-qMQrtp4hG1vG-cE/s1902/combi+4.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="947" data-original-width="1902" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjn6OLlbWmD9mcJ3bGAtspwZ67ktRE9D6A70Gi5KoFb5Rpd6bsab6anxWIIC2YPwg5rMUTrdn6aDgd_F_MqygvmFsUwPpdU0bIiCCZ7K00Vhz80nYIzyy-aArkRmFF-qMQrtp4hG1vG-cE/s320/combi+4.jpg" width="320" /></a></div>
<p class="MsoNormal" style="mso-pagination: none; text-align: justify;"><b><span lang="EN-US" style="font-family: "Arial","sans-serif"; mso-bidi-font-size: 12.0pt;">The
black metal base</span></b></p>
<p class="MsoNormal" style="mso-pagination: none; text-align: justify;"><span style="font-family: Arial, sans-serif;">This
is an important part of the Solar Box Cooker. Being black, it receives
radiation directly from the sun, or bounced off the reflectors. It retains the
temperature and conducts it to the cooking container. If you cannot get hold of
a black metal then an aluminium sheet can be painted black. Just make sure that
you use a non-toxic paint. Otherwise there is a danger of toxic gases being
released due to the high temperatures within the oven.</span></p>
<p class="MsoNormal" style="mso-pagination: none; text-align: justify;"><span style="font-family: Arial, sans-serif;">This
is an important part of the Solar Box Cooker. Being black, it receives
radiation directly from the sun, or bounced off the reflectors. It retains the
temperature and conducts it to the cooking container. If you cannot get hold of
a black metal then an aluminium sheet can be painted black. Just make sure that
you use a non-toxic paint. Otherwise there is a danger of toxic gases being
released due to the high temperatures within the oven.</span></p>
<p class="MsoNormal" style="mso-pagination: none; text-align: justify;"><span style="font-family: Arial, sans-serif;">A
2 to 3 mm thick aluminium plate works best. One can use a thicker metal plate
which can retain the heat for longer, but this will take longer to initially
heat up. The photo below shows a painted aluminium plate in position.</span></p>
<p class="MsoNormal" style="mso-pagination: none; text-align: justify;"><b><span lang="EN-US" style="font-family: "Arial","sans-serif"; mso-bidi-font-size: 12.0pt;">Fixing
the glass pane</span></b></p>
<p class="MsoNormal" style="mso-pagination: none; text-align: justify;"><span style="font-family: Arial, sans-serif;">Now
we are ready to add the glass pane. This should fit nicely on the shelf formed
by the insulation as shown below using black duct tape.</span></p>
<p class="MsoNormal" style="mso-pagination: none; text-align: justify;"><span style="font-family: Arial, sans-serif;">Please
make sure that there is no tape where the top of the door meets the glass, to
allow it to be opened and shut.</span></p>
<p class="MsoNormal" style="mso-pagination: none; text-align: justify;"><b><span lang="EN-US" style="font-family: "Arial","sans-serif"; mso-bidi-font-size: 12.0pt;"><o:p></o:p></span></b></p><div class="separator" style="clear: both; text-align: center;"><b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEii2BSEKVavrsm5GUZMzHw5JvJxMwdzebG2euHmt5r62nCGk8b4WYkoT8a_umyLiER_DNuiXGta-Ob1eusLjmkuX1gf6aGENTdzH5L2NEUwQfKbhov8kKGKxPfVXSnyr0vobjsM7NSVk7I/s2273/combi+5.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="786" data-original-width="2273" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEii2BSEKVavrsm5GUZMzHw5JvJxMwdzebG2euHmt5r62nCGk8b4WYkoT8a_umyLiER_DNuiXGta-Ob1eusLjmkuX1gf6aGENTdzH5L2NEUwQfKbhov8kKGKxPfVXSnyr0vobjsM7NSVk7I/s320/combi+5.jpg" width="320" /></a></b></div><b><br /></b><b><span lang="EN-US" style="font-family: "Arial","sans-serif"; mso-bidi-font-size: 12.0pt;">Adding
the reflectors</span></b><p></p>
<p class="MsoNormal" style="mso-pagination: none; text-align: justify;"><span style="font-family: Arial, sans-serif;">The
main cooker is now ready. All we have to do now is to add the reflectors. The
design shows 4 reflectors being used. In practice just a couple will be more
than adequate in the tropics unless there is a requirement to cook more food or
cook things quickly.</span></p>
<p class="MsoNormal" style="mso-pagination: none; text-align: justify;"><b><span lang="EN-US" style="font-family: "Arial","sans-serif"; mso-bidi-font-size: 12.0pt;"><o:p> </o:p></span></b></p>
<p align="center" class="MsoNormal" style="mso-pagination: none; text-align: center;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPEIfKJYr1pGdUeJwt_BAr1YHrPrwePYkIlRI8SqWAhjQDCx5gbkXpyTm15s5QEcYzt2RRNFSZJ22hEB814VAALaSM1N46RASin6C3lFOIYg7G8MRojzp2E6-Qy2bel581JZ2sDfMPUyo/s491/box+5.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="491" data-original-width="491" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPEIfKJYr1pGdUeJwt_BAr1YHrPrwePYkIlRI8SqWAhjQDCx5gbkXpyTm15s5QEcYzt2RRNFSZJ22hEB814VAALaSM1N46RASin6C3lFOIYg7G8MRojzp2E6-Qy2bel581JZ2sDfMPUyo/s320/box+5.jpg" /></a></div><span style="font-family: Arial, sans-serif; text-align: justify;"><div><span style="font-family: Arial, sans-serif; text-align: justify;"><br /></span></div>The
reflectors are detachable to allow the cooker to be transported easily. On each
of the 4 sides, 2 brackets are attached. The top part of the bracket is at 30
degrees to the vertical. This means that the angle between the glass pane and
the reflector is 120 degrees.</span><p></p>
<p class="MsoNormal" style="mso-pagination: none; text-align: justify;"><span style="font-family: Arial, sans-serif;">The
4 reflectors are each 24 x 24 inches square and made from 1/4 inch plywood.
Each reflector has tin foil glued onto the side facing the cooker. The one on
the side with the door has a notch cut out to stop it from interfering with the
door when it is opened and closed. The reflector panels have pre-drilled holes
to match up with the brackets. The butterfly nuts allow quick assembly and
disassembly.</span></p>
<p class="MsoNormal" style="mso-pagination: none; text-align: justify;"><span style="font-family: Arial, sans-serif;">When
the reflectors are assembled the completed Solar Cooker looks like this.</span></p>
<p class="MsoNormal" style="mso-pagination: none; text-align: justify;"><span lang="EN-US" style="font-family: "Arial","sans-serif"; mso-bidi-font-size: 12.0pt;"><o:p> </o:p></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-cUSxblBTJC2wIG-9cZXCK_bZiK0KZUt9zg6XY-VIXVB-NAudTp1x9f-0GI5yu4tfGGNjJXE2DBO1oMGyBZCeL5yOavZ83hS0qXGaFY3CSJVHIeC4ZIiLbhuu5OQapDtZoyAb3SVdeNs/s338/in+garden.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="338" data-original-width="338" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-cUSxblBTJC2wIG-9cZXCK_bZiK0KZUt9zg6XY-VIXVB-NAudTp1x9f-0GI5yu4tfGGNjJXE2DBO1oMGyBZCeL5yOavZ83hS0qXGaFY3CSJVHIeC4ZIiLbhuu5OQapDtZoyAb3SVdeNs/s320/in+garden.jpg" /></a></div>
<p class="MsoNormal" style="mso-pagination: none; text-align: justify;"><b><span lang="EN-US" style="font-family: "Arial","sans-serif"; mso-bidi-font-size: 12.0pt;">Adopting
for latitude</span></b></p>
<p class="MsoNormal" style="mso-pagination: none; text-align: justify;"><span style="font-family: Arial, sans-serif;">The information below is from the Apprevecho
Research Centre.</span></p>
<p class="MsoNormal" style="mso-pagination: none; text-align: justify;"><span lang="EN-US" style="font-family: Arial, sans-serif;">“</span><span lang="EN-US" style="font-family: Arial, sans-serif;">This depends on the latitude where the Solar Cooker is
being used. The higher the latitude the wider the difference between the angle
of the Sun in Summer and Winter. For Sri Lanka, which is at a latitude of 10
degress North of the Equator, the position of the sun can be worked out as
follows.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: Arial, sans-serif;">In Summer
this is calculated by subtracting 10 degrees from 90 and adding 23.5. This
gives 103.5 degrees. For the winter Sun position, subtract 23.5 from this which
gives 80 degrees. So although we think that the sun is vertically above us in
the sky it actually changes position by + and - 12 degrees from this from June
to December.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="EN-US" style="font-family: "Arial","sans-serif"; mso-bidi-font-size: 12.0pt;">The most
effective position for the Solar Cooker is for the glass to be perpendicular to
the sun’s rays. <o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: Arial, sans-serif;">Given this
there are marginal gains to be had by tilting the solar cooker towards the
South in the winter months and the North in the Summer months. Practically this
is probably not worth doing. It is more useful to tilt the box towards the
morning and afternoon sun when cooking over a long period.”</span></p>
<p class="MsoNormal" style="mso-pagination: none; text-align: justify;"><b><span lang="EN-US" style="font-family: "Arial","sans-serif"; mso-bidi-font-size: 12.0pt;">Using
the Solar Box Cooker</span></b></p>
<p class="MsoNormal" style="mso-pagination: none; text-align: justify;"><span style="font-family: Arial, sans-serif;">This
design of Solar Cooker works like an oven. This will require a change of habit
when one is used to cooking on top of a fire. However the time and money saved
in buying firewood or kerosene will make this worthwhile.</span></p>
<p class="MsoNormal" style="mso-pagination: none; text-align: justify;"><span style="font-family: Arial, sans-serif;">The
Solar Box Cooker is great for cooking a meal of Rice and Lentils. Here is a
step by step guide on preparing a simple lunchtime meal for 2 to 3 people.</span></p>
<p class="MsoNormal" style="mso-pagination: none; text-align: justify;"><span style="font-family: Arial, sans-serif;">1.</span><span style="font-family: Arial, sans-serif;"> </span><span style="font-family: Arial, sans-serif;">Soak a cup of lentils in water
overnight.</span></p>
<p class="MsoNormal" style="mso-pagination: none; text-align: justify;"><span lang="EN-US" style="font-family: "Arial","sans-serif"; mso-bidi-font-size: 12.0pt;">2.<span style="mso-tab-count: 1;"> </span>Around 9 AM place the cooker in the sun
with an oven thermometer inside. Assemble the reflector panels (2 or 4 as
required) and make sure the door is closed.<span style="mso-spacerun: yes;">
</span>Leave the oven to warm up. (We will need the oven to reach a temperature
of more than 100 degrees C before we can start cooking).<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-pagination: none; text-align: justify;"><span lang="EN-US" style="font-family: "Arial","sans-serif"; mso-bidi-font-size: 12.0pt;">3.<span style="mso-tab-count: 1;"> </span>Start preparing the food around 10 AM.
Take an onion, a few tomatoes and a sweet pepper. Chop finely and put in a
black pan. Add a few cloves of garlic, salt and turmeric for flavour. Drain the
water from the lentils and add to the pan and add half a cup of water. Mix
well.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-pagination: none; text-align: justify;"><span lang="EN-US" style="font-family: "Arial","sans-serif"; mso-bidi-font-size: 12.0pt;">4.
<span style="mso-tab-count: 1;"> </span>Wait till the oven has reached a
temperature of more than 100 deg C. Put a lid on the saucepan and place in the
oven.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-pagination: none; text-align: justify;"><span lang="EN-US" style="font-family: "Arial","sans-serif"; mso-bidi-font-size: 12.0pt;">5.<span style="mso-tab-count: 1;"> </span>Wash a cup of rice thoroughly and add
to a black pan and add a cup of water. Cooking in a Solar Oven requires less
water than when cooking on top of a fire.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-pagination: none; text-align: justify;"><span lang="EN-US" style="font-family: "Arial","sans-serif"; mso-bidi-font-size: 12.0pt;">6.<span style="mso-tab-count: 1;"> </span>Put a lid on the saucepan and place
alongside the lentils.<o:p></o:p></span></p>
<p class="MsoNormal"><span lang="EN-US" style="font-family: "Arial","sans-serif"; mso-bidi-font-size: 12.0pt;">7.<span style="mso-tab-count: 1;"> </span>After
about an hour and a half both rice and lentils should be perfectly cooked and</span></p><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><p></p>MisterTeehttp://www.blogger.com/profile/06785944743716270763noreply@blogger.com0tag:blogger.com,1999:blog-6734691767233518568.post-25845949978966828422021-01-27T09:31:00.002-08:002021-01-27T09:31:11.947-08:00How to run a fridge with off-grid power<p>One of the challenges of off-grid living is how to power a fridge. This blog post looks at our experiment on hacking a freezer to work as a fridge that uses very little energy.</p><span><a name='more'></a></span><p>Although a fridge takes relatively low power (around 50 Watts) it needs to be plugged in all day. A fridge uses power to get down to the set temperature and then switches off. Assuming that a typical fridge is powered for 8 hours out of every 24 hours, the total energy consumed by a fridge is around is 50 Watts x 8 hours = 400 Watt Hours a day.</p><p>12 V fridges are handy, but are quite expensive - costing hundreds of pounds.</p><p>A 100 Ah leisure battery has 50 % of 100 A x 12 = 600 Watt hours of energy stored - so would just about be enough to keep the fridge powered. </p><p>An often suggested way of running a fridge at much lower power is to hack a freezer to run as a fridge. Freezers generally have much better insulation than fridges and so use a lot less energy. </p><p>Fridges keep the inside temperature below 5 deg C and freezers keep the inside temperature below - 15 deg C. The device shown below can be programmed to switch the freezer off when the temperature gets down to around 4 deg C and come back on again when the temperature rises above 5 deg C. </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgF6tfS-XkA9wAef7NYeROD1Yj93N2o28-EW1XcfBBBSB2qA-xNxAE2HtDRpvq4jQtAhjtlUK2w5crdm1I4ficSqIEZiG3EM-U74g3zYicE2LvFyM8dYLBRKqTOq-9tXLOw5gu3qqTucM0/s964/inkbird.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="604" data-original-width="964" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgF6tfS-XkA9wAef7NYeROD1Yj93N2o28-EW1XcfBBBSB2qA-xNxAE2HtDRpvq4jQtAhjtlUK2w5crdm1I4ficSqIEZiG3EM-U74g3zYicE2LvFyM8dYLBRKqTOq-9tXLOw5gu3qqTucM0/s320/inkbird.jpg" width="320" /></a></div><div><br /></div>The temperature sensor is placed inside the freezer, which is plugged into the Refrigeration Equipment socket and the Inkbird plugged into the mains. The freezer will start up and then stop once the temperature gets below 4 deg C. <div><br /></div><div>I used a small table top freezer for this trial. The rated energy consumption for a 24 hour period when working as a freezer was 412 Watt hours a day. Here is the rating plate for the freezer and a photo of the inside. It is only a small one - 35 litre capacity.</div><div><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLPkTQfU9q18a7KptoVK8T5sGY9nJRN5uSzEdaN2V_0zLcoSggHXtlfK-77rmm3Ij9JxMX6pGdp-_2kN54NlrFhW9R2eJNGKf15TChKX0gAYYlGrMHMJzfun6PBbzcWEa8Jf8BAAnmdMU/s2048/IMG_20210126_120511659.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1307" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLPkTQfU9q18a7KptoVK8T5sGY9nJRN5uSzEdaN2V_0zLcoSggHXtlfK-77rmm3Ij9JxMX6pGdp-_2kN54NlrFhW9R2eJNGKf15TChKX0gAYYlGrMHMJzfun6PBbzcWEa8Jf8BAAnmdMU/s320/IMG_20210126_120511659.jpg" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLgJwvpdu-htZMTXpAzOU6ugqn5vUvtjMu3mNBkiPsJforgnAbCYSeV9RrgZ-_GlBUt7jaiUGLMAWob7EHMdeslG-gAVWTGpGg6kFaNoN1zvtZdZA3agZjSvpSvF8S5ULgahfHuyNm2lc/s1658/IMG_20210126_120521040.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1479" data-original-width="1658" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLgJwvpdu-htZMTXpAzOU6ugqn5vUvtjMu3mNBkiPsJforgnAbCYSeV9RrgZ-_GlBUt7jaiUGLMAWob7EHMdeslG-gAVWTGpGg6kFaNoN1zvtZdZA3agZjSvpSvF8S5ULgahfHuyNm2lc/s320/IMG_20210126_120521040.jpg" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: justify;">Having set this up, the power usage was monitored with a power meter - shown below.</div><div class="separator" style="clear: both; text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgESKDb0ZwKf0rwGCdWjmwn0236RKDUjLhLsiS432peFvTGKAQ4zdt8eSBD32lA2eDxCd2FcOYrpQj4h4na-MOq5tKR5nAhUkr_THgdwFnq7uDXSaotMOZlCtc7hXJJYcqm36qq5OBJXGA/s952/power+meter.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="952" data-original-width="938" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgESKDb0ZwKf0rwGCdWjmwn0236RKDUjLhLsiS432peFvTGKAQ4zdt8eSBD32lA2eDxCd2FcOYrpQj4h4na-MOq5tKR5nAhUkr_THgdwFnq7uDXSaotMOZlCtc7hXJJYcqm36qq5OBJXGA/s320/power+meter.jpg" /></a></div><br /><div class="separator" style="clear: both; text-align: justify;"><br /></div><div><b><i>We ran the trial over 5 days and then worked out the energy used. This came out as an amazingly low 120 Watt hour per day. Just for comparison, we tried the power meter on the WiFi router, which turned out to be using 200 Watt hours per day - much more than the hacked freezer.</i></b></div><div><br /></div><div>If this freezer as fridge is the only appliance being run off the power inverter, then a 12V fridge might be a better option. But if a power inverter is already in use then this is a great way of having a small off-grid powered fridge.</div><div><br /></div><div><b>PARTS USED</b></div><div><br /></div><div><a href="https://www.amazon.co.uk/gp/product/B018K82UQU/ref=as_li_tl?ie=UTF8&tag=pattestinginf-21&camp=1634&creative=6738&linkCode=as2&creativeASIN=B018K82UQU&linkId=d81fa6e81b51bb5b1eb4063afbe6de63" target="_blank">Inkbird Temperature Controller</a> - around £30 from Amazon</div><div><br /></div><div><a href="https://www.amazon.co.uk/gp/product/B07QXSXK6Z/ref=as_li_tl?ie=UTF8&tag=pattestinginf-21&camp=1634&creative=6738&linkCode=as2&creativeASIN=B07QXSXK6Z&linkId=ad081273a81bb5666ebfd287ab2db70c" target="_blank">Power Meter (optional)</a> - around £16 from Amazon</div><div><br /></div><div><a href="https://www.amazon.co.uk/gp/product/B0772VX3V7/ref=as_li_tl?ie=UTF8&tag=pattestinginf-21&camp=1634&creative=6738&linkCode=as2&creativeASIN=B0772VX3V7&linkId=13ce38c1ef95f00c154f1be46f98de3b" target="_blank">Cookology Table Top freezer</a> - around £95 from Amazon</div><div><br /></div><div><br /></div><div><b>Alternative Temperature Controller</b></div><div><br /></div><div>I used a lower cost device and did the wiring myself.</div><div><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinWtiHeTC0UArPp_nt8gJyn3u0KqKsvUEzshc6BDEH8w76tMze9JllzOkYkTRZeM_dGnkSu3qxBhQ7AXCcT8C_ta8GCzvr9zGqOrvGF4m95W-Hi3_XBKdjAIYNINpAVrmvnUZRB1LWEwM/s932/stc+1000.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="493" data-original-width="932" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinWtiHeTC0UArPp_nt8gJyn3u0KqKsvUEzshc6BDEH8w76tMze9JllzOkYkTRZeM_dGnkSu3qxBhQ7AXCcT8C_ta8GCzvr9zGqOrvGF4m95W-Hi3_XBKdjAIYNINpAVrmvnUZRB1LWEwM/s320/stc+1000.jpg" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: justify;"><a href="https://www.amazon.co.uk/gp/product/B00YA4UVT2/ref=as_li_tl?ie=UTF8&tag=pattestinginf-21&camp=1634&creative=6738&linkCode=as2&creativeASIN=B00YA4UVT2&linkId=1ac51c08a161fdb77002f598d3df5075" style="text-align: left;" target="_blank">Elitech Temperature Controller STC-1000 </a><span style="text-align: left;">- around £14 from Amazon</span></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9rxV2CseHFXSspq_QvzwCpSiGQbqSgEo6NARr3iFU_RO37OvdtyVuhDY4OraJgVnpy7xXK4DwI6ICJ-RcgtLfqjhfa55AWcLUKOPIPjcUEKMjnljX1-PHOetoke5hH7T8QvGQPGgbtTU/s2048/IMG_20210126_174923752.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1412" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9rxV2CseHFXSspq_QvzwCpSiGQbqSgEo6NARr3iFU_RO37OvdtyVuhDY4OraJgVnpy7xXK4DwI6ICJ-RcgtLfqjhfa55AWcLUKOPIPjcUEKMjnljX1-PHOetoke5hH7T8QvGQPGgbtTU/s320/IMG_20210126_174923752.jpg" /></a></div><br /><div><br /></div><div><br /></div><div><br /></div><div><br /></div><div><br /></div><div><h1 class="a-size-large a-spacing-none" id="title" style="background-color: white; box-sizing: border-box; color: #0f1111; font-family: "Amazon Ember", Arial, sans-serif; font-size: 24px !important; font-weight: 400; line-height: 32px !important; margin-bottom: 0px !important; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding: 0px; text-rendering: optimizelegibility;"><br /></h1></div><div><br /></div><div><p><br /></p></div>MisterTeehttp://www.blogger.com/profile/06785944743716270763noreply@blogger.com0tag:blogger.com,1999:blog-6734691767233518568.post-72087933347191832092020-10-01T06:21:00.005-07:002021-01-11T08:34:46.097-08:00720 Watt Solar Power System for an shed / summer house /outbuilding<p>Here are some photos of a 720 Watt solar power system. This can provide LED lighting, charge phones, e-bike batteries, drills and even run power tools and boil a small travel kettle. For more information on how to build your own small solar power system, have a look at <a href="https://www.sf-innovations.co.uk/off-grid-living" target="_blank">this page</a> for dates of workshops.</p><span><a name='more'></a></span><p>The system shown here uses 3 x 75 Ah Lead Acid batteries giving a capacity to store a total of 1350 Watt Hours of energy. This could power LED lights, run a TV and internet router and charge phones and laptops. There are 2 panels totaling 150 Watts that are used for charging these batteries.</p><div class="separator" style="clear: both; text-align: justify;">The image below shows the system wiring with labels. Small loads refer to LED lighting and other devices drawing a maximum of 100 Watts (less than 10 Amps). </div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlB2IN3lhnY3Lu6QXzHSMFkxfhXDae39ODAuB-pcwVNm6xl63vMsO2SCU9C2HNqyfmhpGbWagbRpNsnxPq-aUGW8GTrwsC4wPAC0Np9GxDHMOY5JFWDDlPVeJpEwRhjWIFiKugJmbiQxY/s2048/shed+system+1.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1357" data-original-width="2048" height="424" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlB2IN3lhnY3Lu6QXzHSMFkxfhXDae39ODAuB-pcwVNm6xl63vMsO2SCU9C2HNqyfmhpGbWagbRpNsnxPq-aUGW8GTrwsC4wPAC0Np9GxDHMOY5JFWDDlPVeJpEwRhjWIFiKugJmbiQxY/w640-h424/shed+system+1.jpg" width="640" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: justify;">This image here shows the batteries wired in parallel. Note that each battery is fused at 20 Amps, giving a total system current of 60 Amps.</div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPegYeGvTj3Scn4M32aaUOEQnZaBJbfD04y8yToHx6CZ870DJPgHdIF_PddYdUBzcPhNfE7A234ZvdUuLiMhEEHj3vnSPuGrEeX3Z5Ag4OmYBZiKJ1IcplyV_KFf7T81IlqGLt7-efU34/s2048/shed+system+2.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1299" data-original-width="2048" height="406" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPegYeGvTj3Scn4M32aaUOEQnZaBJbfD04y8yToHx6CZ870DJPgHdIF_PddYdUBzcPhNfE7A234ZvdUuLiMhEEHj3vnSPuGrEeX3Z5Ag4OmYBZiKJ1IcplyV_KFf7T81IlqGLt7-efU34/w640-h406/shed+system+2.jpg" width="640" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: justify;">The image below shows the wiring of the panels. Ideally one would use similar power solar panels in parallel to provide more power. In this instance, we have used a 100 Watt and 50 Watt panel as we already had them.</div><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSGoLXn_oLQf7MoXQHxOVmfyBBQIfKBuZ-kaLDcSa8TMqcfAuuIv9kjo7EkgkYBO0bN7OdpuEZT1Dy93PqshAo_LOtU10fwZ30IE5uzHBYya-IwXU93FAlPvG51uBm_AdavveZawrYnn4/s2048/shed+system+3.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1299" data-original-width="2048" height="406" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSGoLXn_oLQf7MoXQHxOVmfyBBQIfKBuZ-kaLDcSa8TMqcfAuuIv9kjo7EkgkYBO0bN7OdpuEZT1Dy93PqshAo_LOtU10fwZ30IE5uzHBYya-IwXU93FAlPvG51uBm_AdavveZawrYnn4/w640-h406/shed+system+3.jpg" width="640" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: justify;">Here are the 2 panels (one 100 watt and the other 50 watts) connected to the roof of the shed.</div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6o-jYdJDLmsaLB-9cEnoMGDb8NN-ubjAOKkFvrDH2vmh8mvjHPmSghH3jg37X4Jud_iBwj-KBt8hd0v66OsrFo_pdd7VtiN0HK668CFIfg_FiiuBG4F3lGLkWVBa5fqnqb0sg03WZSEw/s2048/IMG_20200514_183526559.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1268" data-original-width="2048" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6o-jYdJDLmsaLB-9cEnoMGDb8NN-ubjAOKkFvrDH2vmh8mvjHPmSghH3jg37X4Jud_iBwj-KBt8hd0v66OsrFo_pdd7VtiN0HK668CFIfg_FiiuBG4F3lGLkWVBa5fqnqb0sg03WZSEw/s320/IMG_20200514_183526559.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><p><br /></p>MisterTeehttp://www.blogger.com/profile/06785944743716270763noreply@blogger.com0tag:blogger.com,1999:blog-6734691767233518568.post-8596115530681570412020-09-06T07:10:00.011-07:002022-07-06T11:40:23.006-07:00120 Watt hour Solar Power Pack<p></p><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: justify;">These are photos and brief description of of the 120 Watt Hour Solar Power Pack. This provides a bright LED, USB charge points and a 12 V lighter socket for a power inverter.</div><span></span><span><a name='more'></a></span><div class="separator" style="clear: both; text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: justify;">This power pack uses a 20 Ah sealed Lead Acid battery which can deliver 120 Watt hours of energy. This could for example charge a mobile phone 9 times or keep a couple of 5 watt LED lights on continuously for 12 hours. Using the power inverter, this power pack can run a laptop charger for 3 to 4 hours.</div><div class="separator" style="clear: both; text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: justify;">This solar power pack is ideally used with a 50 Watt solar panel, which would take around 6 hours to charge it up. This would take typically 2 to 3 winter days or 1 to 2 summer days.</div><div class="separator" style="clear: both; text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: justify;"><b>Solar Power Pack - How to connect the devices together</b></div><div class="separator" style="clear: both; text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbkk78CsIz4vWuYLebxWqcn1l1aHWzV0GKdlMbtgbuuEvK4l5alV5D5BMsQ2mfMd7FERBbhiQaWhzBhjHIWPd7SsDtA9LrvKCPrg6QlWLdSDJHPers6a_EGBTfv_uMFUIISsg512a6uuBLty15GyzAzwzLcBqWmz3bzNRXYS00k6eYbTaLrgzv-R31/s3237/120%20Wh%20photo.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2335" data-original-width="3237" height="289" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbkk78CsIz4vWuYLebxWqcn1l1aHWzV0GKdlMbtgbuuEvK4l5alV5D5BMsQ2mfMd7FERBbhiQaWhzBhjHIWPd7SsDtA9LrvKCPrg6QlWLdSDJHPers6a_EGBTfv_uMFUIISsg512a6uuBLty15GyzAzwzLcBqWmz3bzNRXYS00k6eYbTaLrgzv-R31/w400-h289/120%20Wh%20photo.jpg" width="400" /></a></div><br /><div class="separator" style="clear: both; text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: justify;">Here are some photos of the Power Pack.</div><div class="separator" style="clear: both; text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgN-yd0c-oEVnosSrdOd2Ixr3pKzmfu8hdXsfcFjxrnxPCUv0aBMTFDCKtRkGJeIGqqY_--95E2FpWSL8GXmrqQaK7uivXEFQ4A1Xm3TP0HsWIFvcnSakPMX_tL_qBPsJJIakQ6kerrJkW6_m9y1j1QcRvItrBlABQSqWcMca4PhiRLALme6pjMD4W2/s4608/IMG_20220705_181022086_HDR.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4608" data-original-width="3456" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgN-yd0c-oEVnosSrdOd2Ixr3pKzmfu8hdXsfcFjxrnxPCUv0aBMTFDCKtRkGJeIGqqY_--95E2FpWSL8GXmrqQaK7uivXEFQ4A1Xm3TP0HsWIFvcnSakPMX_tL_qBPsJJIakQ6kerrJkW6_m9y1j1QcRvItrBlABQSqWcMca4PhiRLALme6pjMD4W2/s320/IMG_20220705_181022086_HDR.jpg" width="240" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgH2sjwXW037BR6WFmv_oF9MkHdAhNFSegSpnbjhEAesLx5uDV3aTZbE3HsCd82exiCZo4zBzUxvUznybM6hm6Ht033XcTauaZRa37qVFNkad4OyB8xXRhxIysh5z7milneEm6hFH8JFmu0ck4La5EudVUixEwu0G_6OOwZhXrmj6jixA4lBqS5FGiI/s4608/IMG_20220705_181028652_HDR.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4608" data-original-width="3456" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgH2sjwXW037BR6WFmv_oF9MkHdAhNFSegSpnbjhEAesLx5uDV3aTZbE3HsCd82exiCZo4zBzUxvUznybM6hm6Ht033XcTauaZRa37qVFNkad4OyB8xXRhxIysh5z7milneEm6hFH8JFmu0ck4La5EudVUixEwu0G_6OOwZhXrmj6jixA4lBqS5FGiI/s320/IMG_20220705_181028652_HDR.jpg" width="240" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrXfwxlk1RCZGX9aCFqbnqkNHmdsuVtk-uDHXEUV-UBUmVLwYNI_j-KfjRt_aZHIADkYexOlVywbD9uYJpBAjii-ukTOluYG2IyKfyGVyqRSjwp_S_SkC2ON2IDpf8dL37wDg3VJ-YU1OQteqp2rXhUEwAP76fSNU-YBMGbyVIaZ41rMUYRaCghtP2/s4608/IMG_20220705_181034416_HDR.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4608" data-original-width="3456" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrXfwxlk1RCZGX9aCFqbnqkNHmdsuVtk-uDHXEUV-UBUmVLwYNI_j-KfjRt_aZHIADkYexOlVywbD9uYJpBAjii-ukTOluYG2IyKfyGVyqRSjwp_S_SkC2ON2IDpf8dL37wDg3VJ-YU1OQteqp2rXhUEwAP76fSNU-YBMGbyVIaZ41rMUYRaCghtP2/s320/IMG_20220705_181034416_HDR.jpg" width="240" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEix0Gno3a4m2eOvKjRYUAg-BHc8zuwY1MJffBZx-Mi_cDb6V_JVKdUqD7DUH8cWUpLUxpKcYwFErCyaGu8hQA2biDytw2x4rt6UZR3VbpFOahhORmqek0I9o7LqnS4WNohIa7-BBUQpOWLZoAwyItoSfqVH8U5Ba9unp__BQWZXvvlqsRdHj7dW7zLZ/s4608/IMG_20220705_181102238_HDR.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4608" data-original-width="3456" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEix0Gno3a4m2eOvKjRYUAg-BHc8zuwY1MJffBZx-Mi_cDb6V_JVKdUqD7DUH8cWUpLUxpKcYwFErCyaGu8hQA2biDytw2x4rt6UZR3VbpFOahhORmqek0I9o7LqnS4WNohIa7-BBUQpOWLZoAwyItoSfqVH8U5Ba9unp__BQWZXvvlqsRdHj7dW7zLZ/s320/IMG_20220705_181102238_HDR.jpg" width="240" /></a></div><br /><div class="separator" style="clear: both; text-align: justify;"><b>Components.</b></div><div class="separator" style="clear: both; text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: justify;">Connector for solar panel</div><div class="separator" style="clear: both; text-align: justify;">20 Ah 12 V sealed lead acid battery</div><div class="separator" style="clear: both; text-align: justify;">Solar Charge Controller (good for up to 100 Watt solar panel)</div><div class="separator" style="clear: both; text-align: justify;">Bright LED</div><div class="separator" style="clear: both; text-align: justify;">300 W Power Inverter - plugging into 12 V cigarette lighter socket</div><div class="separator" style="clear: both; text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZaS-GE7tlgT4awdxuy9TrJSuTpSMMhi_u6UgRCpMYp5w-mFFvwMmQ-T1HdjH2q44M8zNHZmhSWfiRQRhyphenhyphenWZKDbFIcmVqUGeA7gNovO-7wXbWtY03BVas_IfGKSmBEMjFDM3Ue1EqfhNg/s2048/IMG_20200907_092612529.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1511" data-original-width="2048" height="369" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZaS-GE7tlgT4awdxuy9TrJSuTpSMMhi_u6UgRCpMYp5w-mFFvwMmQ-T1HdjH2q44M8zNHZmhSWfiRQRhyphenhyphenWZKDbFIcmVqUGeA7gNovO-7wXbWtY03BVas_IfGKSmBEMjFDM3Ue1EqfhNg/w500-h369/IMG_20200907_092612529.jpg" width="500" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: justify;">Close up of wiring: Battery to connector block through a 20 Amp fuse. 12 V cigarette lighter socket also to connector block. Wires from connector block to Solar Charge Controller (SCC). Wires go from the connector block to the SCC. You can also see the wires to the Solar Panel and the LED light in the picture.</div><div class="separator" style="clear: both; text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: justify;"><b><span style="font-family: "Times New Roman", serif; line-height: 115%;">12 V Socket</span></b><span style="font-family: "Times New Roman", serif; line-height: 115%;"><br />
<br />
This adapter allows 12 V devices such as power inverters and cool boxes to be
plugged in.</span></div><div class="separator" style="clear: both; text-align: justify;"><span style="font-family: "Times New Roman", serif; font-size: 13.5pt; line-height: 115%;"><br /></span></div><div class="separator" style="clear: both; text-align: justify;"><span style="font-family: "Times New Roman", serif; line-height: 115%;"><div class="separator" style="clear: both; font-size: 13.5pt; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjo0W5VuHA8MhdsNnwSgBnusPNPnu1CnL4DjjszptSTpAlbilRjqIFh_bsj6qQYfsQ6V6DLHoo7lFUGp5dPuzehThalO0R7jLNtt4znbHChjx0ldDJ-gEVbabdqHNSwHMmRDGXaa1Ldc0ivxofzMlYI26AwytMA4vr_UPPi-5rW22zYq3LwQjCZ97Ps" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="199" data-original-width="313" height="203" src="https://blogger.googleusercontent.com/img/a/AVvXsEjo0W5VuHA8MhdsNnwSgBnusPNPnu1CnL4DjjszptSTpAlbilRjqIFh_bsj6qQYfsQ6V6DLHoo7lFUGp5dPuzehThalO0R7jLNtt4znbHChjx0ldDJ-gEVbabdqHNSwHMmRDGXaa1Ldc0ivxofzMlYI26AwytMA4vr_UPPi-5rW22zYq3LwQjCZ97Ps" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: justify;"><span style="line-height: 115%;">12V Cigarette Lighter Socket (£6) <a href="https://www.blogger.com/blog/post/edit/6734691767233518568/982258155001467810"><span style="color: blue;">Buy from Amazon</span></a></span></div><div class="separator" style="clear: both; font-size: 13.5pt; text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: justify;"><b style="font-size: 13.5pt;"><span style="font-size: 13.5pt; line-height: 115%;">Power Inverters</span></b><span style="line-height: 115%;"><br />
<br />
Up to now we have looked at devices that work at 12 V. There are many
appliances that use 12 V as this is required in caravans. Examples are lights,
cool boxes and fridges. But sometimes one needs to supply 230 V to appliances
with a mains plug. A Power Inverter steps up the 12 V from a battery up to 230
V for this purpose. Note that a 7 Ah battery will not power 230 V appliances
for very long and you might to fit a larger capacity battery.</span></div><div class="separator" style="clear: both; font-size: 13.5pt; text-align: justify;"><span style="font-size: 13.5pt; line-height: 115%;"><br /></span></div><div class="separator" style="clear: both; text-align: justify;"><span style="line-height: 115%;"><div class="separator" style="clear: both; font-size: 13.5pt; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjh5M5jfjgKEerxF-ZJCFTcHqn_bREcfiWo-AZvTvSYyz69EmOuZy8j8FkcdXJ8pKOgoC8Y3XTHSJaR7tjRf2H27ZNxVnFOJehvE8Nhx2T09XQBv5wyJfQUMHn3XMgm0G5J9tJ2Fdhq8I4yjkGkFfLuuI1aYNZ57YsEG-GsYbCZ7FDjSYFOTPZpkFtH" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="323" data-original-width="500" height="207" src="https://blogger.googleusercontent.com/img/a/AVvXsEjh5M5jfjgKEerxF-ZJCFTcHqn_bREcfiWo-AZvTvSYyz69EmOuZy8j8FkcdXJ8pKOgoC8Y3XTHSJaR7tjRf2H27ZNxVnFOJehvE8Nhx2T09XQBv5wyJfQUMHn3XMgm0G5J9tJ2Fdhq8I4yjkGkFfLuuI1aYNZ57YsEG-GsYbCZ7FDjSYFOTPZpkFtH" width="320" /></a></div><br />12 V 300W Pure Sine
Wave Power Inverter (£32) <a href="https://www.amazon.co.uk/gp/product/B00INW611Y/ref=as_li_tl?ie=UTF8&tag=pattestinginf-21&camp=1634&creative=6738&linkCode=as2&creativeASIN=B00INW611Y&linkId=ef28ee1ce2943d7aea2503ad8530bae5">Buy from Amazon</a></span></div><div class="separator" style="clear: both; font-size: 13.5pt; text-align: justify;"><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><br /></p></div><br /><br /></span></div></div><div class="separator" style="clear: both; text-align: justify;"> </div><p></p>MisterTeehttp://www.blogger.com/profile/06785944743716270763noreply@blogger.com0tag:blogger.com,1999:blog-6734691767233518568.post-17467331510085560162020-08-12T08:43:00.003-07:002022-05-06T11:15:09.511-07:00Looking after the Lead Acid Batteries in your Solar Power System <p>Many people rage against Lead Acid batteries and claim that they don't last more than a year or two. This post is about looking after your batteries and get 5 to 10 years of service out of them.</p><span><a name='more'></a></span><p>The key thing to remember is not to allow then to discharge completely when in use. The recommendation is only to use half the rated capacity of a Lead Acid Battery. This means that when using a 100 Amp hour battery, only use 50 Amp hour. </p><p>For example, see the warning label on this battery. The 4 year warranty is invalidated if it is fully discharged,</p><p><img height="219" src="data:image/png;base64,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" width="400" /></p><p>See the table below for an approximate relationship between battery voltage and capacity.</p><p><img alt="" src="data:image/png;base64,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" /></p><p>If you are using the output on your solar charge controller, then make sure that the cut-off voltage can be set to make sure that the battery does not fully discharge. </p><p><img height="187" src="https://images-na.ssl-images-amazon.com/images/I/61S7L3RV8SL._AC_SL1000_.jpg" width="320" /></p><p>With this solar charge controller, unfortunately I could only go up to 11.5 V for the cut off voltage, which is around 20% of capacity. The switch back on voltage is higher, and I set this to 12.4 V which is around 80% of capacity. So when the battery discharges down to 20% of capacity, this charge controller cuts off power to the output and then switches it back on when the battery is charged and it's capacity is back to 80%.</p><p>Of course, switching off at 20% of capacity is too low as the recommendation is to do this at 50%. There are devices available that will fit between a battery and a load and achieve this. They are generally known as Low Voltage Disconnect Modules. A few examples are shown below. Before buying one, make sure that the voltage setting and current capacity is suitable for your needs.</p><p><img height="221" src="https://images-na.ssl-images-amazon.com/images/I/6122MWxIBpL._AC_SL1001_.jpg" width="320" /></p><p><img height="320" src="https://images-na.ssl-images-amazon.com/images/I/81W%2BKS%2B%2B75L._AC_SL1500_.jpg" width="218" /></p><p>When charging Lead Acid batteries, the voltage used for a 12 V battery must be controlled to around 13.7 V - this is the float charge voltage. Most Solar Charge Controllers will be set to this - but please check.</p><p>Finally, Lead Acid batteries must not be left in a discharged state - on standby they need to be charged so that the voltage is always above 12.3 V ie at least 70% capacity.</p><p>In summary, looking after the charging and discharging of lead acid batteries will ensure a long service life in your solar power system.</p><p><br /></p>MisterTeehttp://www.blogger.com/profile/06785944743716270763noreply@blogger.com0tag:blogger.com,1999:blog-6734691767233518568.post-15525205020580851862020-08-10T02:27:00.004-07:002021-01-11T08:35:59.767-08:00Connectors for Small Solar Power System<p>This post outline connectors that can be used for building up a Small Solar Power System. It is material to go alongside the virtual workshop.</p><span><a name='more'></a></span><p><b>Plug in Connector Blocks - Male and Female</b></p><p>These are useful for quick connection and disconnection - say for a Wattmeter or swapping out a charge controller. </p><p><img height="180" src="https://i.ebayimg.com/images/g/u18AAOSwMmBVuiY9/s-l1600.jpg" width="320" /></p><p>They come in different sizes and current (AMP) ratings. Make sure you buy the right size one for your system. For example, I use a 6 Amp rated one for the power pack that uses a 7 Ah battery. There are bigger versions of these rated at 16 Amps.</p><p><b>Small terminal strips with shorting links (15 Amp)</b></p><p>These connectors allow you to connect one wire to a number of other wires - for example when distributing the output from a charge controller to a number of LED lights.</p><p><img height="307" src="https://images-na.ssl-images-amazon.com/images/I/71lCh-CEL-L._AC_SL1500_.jpg" width="320" /></p><p><br /></p><p><a href="https://www.amazon.co.uk/gp/product/B076CGXKBY/ref=as_li_tl?ie=UTF8&tag=pattestinginf-21&camp=1634&creative=6738&linkCode=as2&creativeASIN=B076CGXKBY&linkId=4407c8c916cb4fa7517c0ce3ffd65e1b" target="_blank">Buy from Amazon</a></p><p><br /></p><p>Work in progress</p><p><br /></p><p><br /></p>MisterTeehttp://www.blogger.com/profile/06785944743716270763noreply@blogger.com0tag:blogger.com,1999:blog-6734691767233518568.post-80837947506193446012019-09-13T03:53:00.006-07:002021-09-21T02:21:02.304-07:00Watts, Volts, Amperes, Ampere hours and Watt hours - what does it all mean?<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: justify;">
<span>When planning your off-grid Solar Power system it helps to understand the numbers and terminology. This post explains in simple terms the meaning of these and how they relate to each other.</span></div>
<a name='more'></a><div style="text-align: justify;"><span style="font-weight: 700;"><br /></span></div>
<span><div style="text-align: justify;"><b>Watts</b> - This is a measure of how much power an appliance takes. The more power an appliance takes the quicker it will drain the battery. Some examples are given below for a typical (Lead Acid) leisure battery of 100 Ah capacity (based on discharge down to 50% of capacity)</div></span><div style="text-align: justify;"><br /></div>
<span><div style="text-align: justify;">LED light bulb 5 Watts 5 days</div></span><div style="text-align: justify;">TV 40 Watts 15 hours</div>
<span><div style="text-align: justify;">Kettle 2000 Watts 30 minutes (not advisable)</div></span><div style="text-align: justify;"><br /></div>
<i><div style="text-align: justify;"><i><span>Note: 1000 Watts = 1 kilo Watt (or 1 kW)</span></i></div></i><div style="text-align: justify;"><br /></div>
<div class="separator" style="clear: both; text-align: justify;">
<span> </span><span style="margin-left: 1em; margin-right: 1em;"><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><img border="0" data-original-height="1133" data-original-width="1600" height="141" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgh9XAyIGpnrFIyQ9hSWFS8QtGXcvo6cQc1Qxk_PGSdGQdjdVNiWfZkoTXz-aYQtex0oWTO93VA2KT9-cEH-gWTyl3Uo32hXC3iLyykVmProEhWDmDCS5xpClhqg2olgoeL35MSinSS7zA/w200-h141/roof+mounted+solar+panel.jpg" width="200" /></span></div>
<span><div style="text-align: justify;"><span style="font-weight: 700;"><br /></span></div><div style="text-align: justify;"><b>Volts</b> - The higher the voltage the less current is required to power an appliance. Most batteries used for solar systems start off at 12 V. When powering household appliances from a 12 V battery, a power inverter is required. This steps the voltage up from the batteries 12 V DC to the 230 V AC used by household appliances.</div></span><div style="text-align: justify;"><br /></div>
<span><div style="text-align: justify;"> <img height="129" src="https://images-na.ssl-images-amazon.com/images/I/71g4C48LQyL._AC_SL1500_.jpg" style="text-align: center;" width="200" /></div></span><div style="text-align: justify;"><br /></div></div><div dir="ltr" style="text-align: justify;" trbidi="on">12 V 300 W Pure Sine Wave Power Inverter (£32) <a href=" https://www.amazon.co.uk/gp/product/B00INW611Y/ref=as_li_tl?ie=UTF8&tag=pattestinginf-21&camp=1634&creative=6738&linkCode=as2&creativeASIN=B00INW611Y&linkId=ef28ee1ce2943d7aea2503ad8530bae5." rel="nofollow" target="_blank">Buy from Amazon</a></div><div dir="ltr" style="text-align: left;" trbidi="on"><div style="text-align: justify;"><br /></div>
<span><div style="text-align: justify;"><b>Amperes</b> - Higher powered appliances take more current which is measured in Amperes. This is often shorted to Amps. The higher the current the faster the battery discharges. Here are some examples when using a 12 V battery.</div></span><div style="text-align: justify;"><br /></div>
<span><div style="text-align: justify;">LED light bulb 5 Watts 0.4 Amps</div></span><div style="text-align: justify;">TV 40 Watts 3.3 Amps</div>
<span><div style="text-align: justify;">Kettle 2000 Watts 166 Amps</div></span><div style="text-align: justify;"><br /></div>
<i><div style="text-align: justify;"><i><span>Note: Current = Power / Voltage. ie if you divide the power an appliance takes by the voltage it is working at you will get the current it takes.</span></i></div></i><div style="text-align: justify;"><br /></div>
<span><div style="text-align: justify;"><b>Amp hours</b> - This is often shortened to Ah. This is used to show the capacity of a battery. So a battery rated as 100 Ah is capable of supplying 1 Amp for 100 hours or 2 Amps for 50 hours. (For Lead Acid batteries, in practice its best to only use 50% of a battery to avoid shortening its life).</div></span><div style="text-align: justify;"><br /></div>
<span><div style="text-align: justify;">To increase battery capacity, many batteries can be connected in parallel. eg 5 batteries of 100 Ah capacity in parallel will give a capacity of 500 Ah.</div></span><div style="text-align: justify;"><br /></div>
<span><div style="text-align: justify;"><b>Watt hours</b> - This is a measure of the total energy stored in a battery as it takes voltage into account. So for a 12 V 100 Ah battery has a total energy of 12 x 100 = 1200 Watt hours (or 600 Watt hours at 50% of capacity).</div></span><div style="text-align: justify;"><br /></div>
<span><div style="text-align: justify;">Earlier we showed how long a TV could be used for using a 100 Ah battery. This was worked out dividing 600 (Watt hours) by 40 Watts (the power taken by the TV) which gives 15 hours.</div></span><div style="text-align: justify;"><br /></div>
<b><div style="text-align: justify;"><b><span>Solar Power system - Lights required for shed at the end of the garden</span></b></div></b><div style="text-align: justify;"><br /></div>
<span><div style="text-align: justify;">We need to power 2 x 10 Watt LED lights fitted with motion detectors. Total power is 20 Watts. A 12 V battery of 20 Ah capacity will have a total energy of 240 Watt hours (multiply 12 V x 20 Ah). Assuming that we use 50% of the capacity (120 Watt hours) this battery will power the 2 lamps for a total of 6 hours continuously.</div></span><div style="text-align: justify;"><br /></div>
<span><div style="text-align: justify;">As the lamps are only occasionally triggered we can estimate that they are on for a total of 30 minutes each night giving us 12 days of operation without any sunshine. If we use a 20 Watt solar panel and assume that in winter it produces 10 Watts over 4 hours every day then over 3 days it should fully charge the battery.</div></span><div style="text-align: justify;"><br /></div>
<span><div style="text-align: justify;">So a 20 Watt solar panel and a 20 Ah battery should give us a reliable Solar Power system to provide half an hour of lighting in the shed at the bottom of the garden.</div></span></div><div dir="ltr" style="text-align: justify;" trbidi="on"><br /></div><div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: justify;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilSnN9il7vgs6i-6Cmdtp2hOrAWihXeKZkPytWym71cQDqJ5M21P1pv6J-3nrcMyWe0_F5SMKeyA-YgA0EBYUeyKTOpc5FF87B70CoUvv79r5dwDaOv1RPxekXtPA33zChjOSR5BON79A/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="306" data-original-width="361" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilSnN9il7vgs6i-6Cmdtp2hOrAWihXeKZkPytWym71cQDqJ5M21P1pv6J-3nrcMyWe0_F5SMKeyA-YgA0EBYUeyKTOpc5FF87B70CoUvv79r5dwDaOv1RPxekXtPA33zChjOSR5BON79A/" width="283" /></a></div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">12 V, 20 Watt Solar Panel (£30) <a href="https://www.amazon.co.uk/gp/product/B07VSGLN2Y/ref=as_li_tl?ie=UTF8&tag=pattestinginf-21&camp=1634&creative=6738&linkCode=as2&creativeASIN=B07VSGLN2Y&linkId=53a8fb9f5e523b879b2b97652222ea8d" rel="nofollow" target="_blank">Buy from Amazon</a></div><div style="text-align: justify;"><br /></div>
<span><div style="text-align: justify;"><i>To monitor power usage a Watt Meter is always very useful. It shows Watts, Amps, Volts and Watt hours (£12). </i><a href="https://www.amazon.co.uk/gp/product/B07MXGLJFF/ref=as_li_tl?ie=UTF8&tag=pattestinginf-21&camp=1634&creative=6738&linkCode=as2&creativeASIN=B07MXGLJFF&linkId=73f2b70a0526549ac368c9c87e62a1ed" style="background-color: white; color: #33aaff; font-family: arial, tahoma, helvetica, freesans, sans-serif; text-align: justify;" target="_blank">Buy from Amazon</a></div></span><div style="text-align: justify;"><span style="font-style: italic;"><br /></span></div>
<span><div style="text-align: justify;"><br /></div>
</span>
<div class="separator" style="clear: both; text-align: justify;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUb1dWS2PYIsDnUOlNqHevUzPjg9znKyATHZhJj_E8VKlgTkCrzjomdX01vNphvyBRfnVrnjJA7LjW46CsxbEAJVmNVIP_VyuTwhHn06BsEI4bPBCcxvgBy-cyJcE1FrCZZWhY3WTFt5o/s1600/P1050230.JPG" style="margin-left: 1em; margin-right: 1em;"><span><img border="0" data-original-height="752" data-original-width="1600" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUb1dWS2PYIsDnUOlNqHevUzPjg9znKyATHZhJj_E8VKlgTkCrzjomdX01vNphvyBRfnVrnjJA7LjW46CsxbEAJVmNVIP_VyuTwhHn06BsEI4bPBCcxvgBy-cyJcE1FrCZZWhY3WTFt5o/s320/P1050230.JPG" width="320" /></span></a></div>
<span><div style="text-align: justify;"><span style="font-style: italic;"><br /></span></div>
</span><div style="text-align: justify;"><br /></div>
<b><div style="text-align: justify;"><b><span>Solar Power system - Power for off-grid holiday home</span></b></div></b><div style="text-align: justify;"><br /></div>
<span><div style="text-align: justify;">We need to power LED lights and TV at holiday home for the weekend as well charging the phones. All the lights have a total power of 30 Watts and need to be on for 5 hours every day. The TV (40 Watts) is used for 3 hours a day. The power required to charge phones is negligible.</div></span><div style="text-align: justify;"><br /></div>
<span><div style="text-align: justify;">LED lights need a total energy of 30 (power) x 5 (hours) x 2 (days) = 300 Watt hours</div></span><div style="text-align: justify;"><br /></div>
</div><div dir="ltr" style="text-align: left;" trbidi="on"><div style="text-align: justify;">The TV needs a total energy of 40 (power) x 3 (hours) x 2 (days) = 240 Watt hours</div>
<span><div style="text-align: justify;"><br /></div></span><span><div style="text-align: justify;">Total energy required is 300 + 240 = 540 Watt hours. So the battery energy will have to be a total of 540 x 2 = 1080 Watt hours as we only want to discharge the battery down to 50% of its capacity. Using a 12 V battery the capacity will have to be at least 90 Ah. This is arrived at by dividing 1080 by 12. So a Lead Acid leisure battery rated at 100 Ah will power the LED lights and work the TV over the weekend.</div></span></div><div dir="ltr" style="text-align: justify;" trbidi="on"><br /></div><div dir="ltr" style="text-align: justify;" trbidi="on">12 V 110 Ah Deep Cycle Leisure Battery (£90) <a href="https://www.amazon.co.uk/gp/product/B00Q8N66B0/ref=as_li_tl?ie=UTF8&tag=pattestinginf-21&camp=1634&creative=6738&linkCode=as2&creativeASIN=B00Q8N66B0&linkId=c0163f8387f974ba5ce15fab2df55a94" rel="nofollow" target="_blank">Buy from Amazon</a></div><div dir="ltr" style="text-align: justify;" trbidi="on">
<span><br /></span></div><div dir="ltr" style="text-align: left;" trbidi="on"><div style="text-align: justify;">As the property is not occupied during the week, only a small solar panel is required to charge up the battery - ready for the next weekend.</div>
<span><div style="text-align: justify;"><br /></div></span><div style="text-align: justify;"><b><span>Summary</span></b></div>
<span><div style="text-align: justify;"><br /></div></span><div style="text-align: justify;">This post presents a basic guide to the terminology used when planning a stand alone Solar Power system. It also shows how to work out battery capacity for a system in a garden shed and at a hut used at weekends only<span style="font-size: x-large;">.</span></div>
<span style="font-size: large;"><br /></span>
<span style="font-size: large;"><br /></span>
</div>
MisterTeehttp://www.blogger.com/profile/06785944743716270763noreply@blogger.com0tag:blogger.com,1999:blog-6734691767233518568.post-9822581550014678102019-09-11T07:43:00.015-07:002023-07-01T13:53:31.515-07:00Building your own 42 Watt Hour Solar Power Pack<div style="text-align: justify;">This is a portable battery pack that is charged using solar energy. It features a built-in light and USB sockets for phone charging. It can be used when camping, living off-grid or during power cuts. </div><span><a name='more'></a></span><div style="text-align: justify;">This pack uses a 7 Ah sealed Lead Acid battery which has an energy capacity of 42 Watt Hours - allowing the battery only to discharge to 50% of its rated capacity. Typically this could charge a mobile phone 3 times or keep a 5 Watt LED light continuously on for 8 hours.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">A 10 Watt solar panel would comfortable recharge this battery in about 8 hours ie 2 summer days or 3 to 4 winter days. A 20 Watt panel would recharge the battery in half that time.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;"><b style="text-align: left;">Solar Power Pack - how to connect the devices together</b></div><div style="text-align: justify;"><b style="text-align: left;"><br /></b></div><div style="text-align: justify;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIKf3kimkZsJiqJJ-ljEPqp4WDvPc78DGW8xewAbS9hQcExveFjzkfyuZY_qzMpKFkqYljjMmooIxlfV7urN_Rv_tr9F7vh5LRm4YSakePcwuJ1bAgXuBCo78HiE-nvkQgmkkDo5NPfm2bnJ3FTNjk02KA4KyL9v1TG0_Rg2hEqatYazEBxiLDRs9s/s3280/42%20Wh%20photo.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2132" data-original-width="3280" height="369" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIKf3kimkZsJiqJJ-ljEPqp4WDvPc78DGW8xewAbS9hQcExveFjzkfyuZY_qzMpKFkqYljjMmooIxlfV7urN_Rv_tr9F7vh5LRm4YSakePcwuJ1bAgXuBCo78HiE-nvkQgmkkDo5NPfm2bnJ3FTNjk02KA4KyL9v1TG0_Rg2hEqatYazEBxiLDRs9s/w568-h369/42%20Wh%20photo.jpg" width="568" /></a></div><div style="text-align: justify;"><br /></div>The photos here show the power pack assembled in a simple wooden box that can be easily transported. This post shows the components that go to make up the Solar Power Pack and where to source them.</div> <br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_l-UNX3XIofHQYd0bg5vz05bUKnKXqglpSE_ij5fRs0tTS_Ks23O0s4krBczhsOfO0wZNmKyB1BF8tTfM3bAHxXK6v4999jYospoyr7N5MaSOsywzoU7x7SyozgiA06gGp-uvFg6DcB2XDrsDycMEyDFlhmsS-JtYhg_ulXONCtCiy5BB-Rx3I3pS/s4608/IMG_20220705_180847630_HDR.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4608" data-original-width="3456" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_l-UNX3XIofHQYd0bg5vz05bUKnKXqglpSE_ij5fRs0tTS_Ks23O0s4krBczhsOfO0wZNmKyB1BF8tTfM3bAHxXK6v4999jYospoyr7N5MaSOsywzoU7x7SyozgiA06gGp-uvFg6DcB2XDrsDycMEyDFlhmsS-JtYhg_ulXONCtCiy5BB-Rx3I3pS/s320/IMG_20220705_180847630_HDR.jpg" width="240" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4r-GRIM9eHBUFLl40sXG6Gose3Cx5Dn3LnokbuARJiSuHLK_AXU3PAHyNWbQUSnKYLH_L6fIbxk1vxamnRYs2sc5d4uckuXVvWqOHhjnqcbN0NF4cyVemIINNZ3n_3ebRlVjU8vIQOwVD-U5XTpQoW7LzZ969V4jLd5Jv_jHrdaoOdae-3tPD0hBH/s4608/IMG_20220705_180623039_HDR.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4608" data-original-width="3456" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4r-GRIM9eHBUFLl40sXG6Gose3Cx5Dn3LnokbuARJiSuHLK_AXU3PAHyNWbQUSnKYLH_L6fIbxk1vxamnRYs2sc5d4uckuXVvWqOHhjnqcbN0NF4cyVemIINNZ3n_3ebRlVjU8vIQOwVD-U5XTpQoW7LzZ969V4jLd5Jv_jHrdaoOdae-3tPD0hBH/s320/IMG_20220705_180623039_HDR.jpg" width="240" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPBAnYW-A1SXbQtS8Ls3cCMS5HPDee_pWCutNidn68McwwpSeqqh6Y6PzK_8ye5YhGK9TvJyI82P-BYquDqKUk2End7t_C2VEB2Wxo5EqTKMHsxA9QLkVlbgv0iawIFYLO-7lau92xBCpCnX9Z8sTe_-Za8IxGX1fN09X4MSx6yntqoBrvDBaKhp8e/s4608/IMG_20220705_180633897_HDR.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4608" data-original-width="3456" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPBAnYW-A1SXbQtS8Ls3cCMS5HPDee_pWCutNidn68McwwpSeqqh6Y6PzK_8ye5YhGK9TvJyI82P-BYquDqKUk2End7t_C2VEB2Wxo5EqTKMHsxA9QLkVlbgv0iawIFYLO-7lau92xBCpCnX9Z8sTe_-Za8IxGX1fN09X4MSx6yntqoBrvDBaKhp8e/s320/IMG_20220705_180633897_HDR.jpg" width="240" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhs4MzpuIyP4d2ivU1OVi7PNevzY-RKyx_ae4XClVq633Ss0wV4D2UfnkRtdOOezluKRFXQkU8fsl1IhBD0chs9Vkzd6dMUNsiJp4LBpv9cIJ2JmLp0A0nO8e4kijGKK0bKVaWkUACAhHgRkWPYYDMWNh4QnB3yWWRdv-MttmmvVoflyZTKGtwSPEH4/s4608/IMG_20220705_180617136_HDR.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4608" data-original-width="3456" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhs4MzpuIyP4d2ivU1OVi7PNevzY-RKyx_ae4XClVq633Ss0wV4D2UfnkRtdOOezluKRFXQkU8fsl1IhBD0chs9Vkzd6dMUNsiJp4LBpv9cIJ2JmLp0A0nO8e4kijGKK0bKVaWkUACAhHgRkWPYYDMWNh4QnB3yWWRdv-MttmmvVoflyZTKGtwSPEH4/s320/IMG_20220705_180617136_HDR.jpg" width="240" /></a></div><br /><div style="text-align: center;"><br /></div><span style="font-size: medium;"><b>System Components </b></span><br /> <br /><b>Solar Panel </b><br /> <br />These come in various power ratings from tens of Watt right up to hundreds of Watt. For this project we will mainly be using 10 Watt or 20 Watt panels. The panels typically output more than 12 V and are designed to charge a 12 V battery. <br /><br /><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilSnN9il7vgs6i-6Cmdtp2hOrAWihXeKZkPytWym71cQDqJ5M21P1pv6J-3nrcMyWe0_F5SMKeyA-YgA0EBYUeyKTOpc5FF87B70CoUvv79r5dwDaOv1RPxekXtPA33zChjOSR5BON79A/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="306" data-original-width="361" height="271" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilSnN9il7vgs6i-6Cmdtp2hOrAWihXeKZkPytWym71cQDqJ5M21P1pv6J-3nrcMyWe0_F5SMKeyA-YgA0EBYUeyKTOpc5FF87B70CoUvv79r5dwDaOv1RPxekXtPA33zChjOSR5BON79A/w320-h271/image.png" width="320" /></a></div><br /><div style="text-align: justify;"><span style="text-align: left;">Always take care to connect the solar panels the right way round. The positive side is usually coloured red. Here are a couple of links - but shop around for your panel.</span></div></div><br /><div>20 Watt panel (£30) <a href="https://www.amazon.co.uk/gp/product/B07VSGLN2Y/ref=as_li_tl?ie=UTF8&tag=pattestinginf-21&camp=1634&creative=6738&linkCode=as2&creativeASIN=B07VSGLN2Y&linkId=53a8fb9f5e523b879b2b97652222ea8d" rel="nofollow" target="_blank">Buy from Amazon</a> <br /> <br /><b>Battery </b><br /> <br />Batteries come in different sizes and technologies. For this project we will be using 12 V sealed lead-acid batteries of 7 Ah capacity. This has a (7 x 12) 84 Watt hour capacity. The recommendation is only to use 50% of this before recharging. That gives us 42 Watt hours - enough to run a 5 Watt led light for 8 hours continuously or charge a couple of phone. The 10 Watt solar panel will recharge this battery in about 4 hours if placed in full sunlight.<br /><br /><div style="text-align: center;"><img border="0" height="182" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSwJrDLXbqTSyTOuEFzltM4J1rB7XBbSiMOeQsBknupuDvzfazQ2Lh9lLpK_PKvi4xBnZqDQFo5hCBa38oLPaE8Iu5E0_W3eW7Z-pNo8zuV2meY2vRK4K9pSnAGbDp56lbDc3mSeoi1A4/w320-h182/P1050228.JPG" width="320" /></div><br />Batteries need handling with care as they have a lot of stored energy. The one shown here has a 10 Amp fuse to protect against shorting. <br /><br />7 Ah 12V Sealed Lead Acid Battery (£16) <a href="https://www.amazon.co.uk/gp/product/B0844LMSPF/ref=as_li_tl?ie=UTF8&tag=pattestinginf-21&camp=1634&creative=6738&linkCode=as2&creativeASIN=B0844LMSPF&linkId=14fc2dac801aecd7523e80a7b451e1c0" rel="nofollow" target="_blank">Buy from Amazon</a> <br /> <br /><b>Charge Controller </b><br /> <br /><div style="text-align: justify;">The life of batteries can be greatly extended if one takes care when charging and discharging them. A charge controller is a way of connecting the solar panel to the battery to prevent it over-charging. It also connects the load to the battery to avoid flattening the battery. </div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">The charge controller below can be bought as a 10, 20 or 30 Amp versions. Just multiply by 12 to see what the maximum size of solar panel that can be connected. For example, the 10 Amp version can be used for solar panels of up to 120 Watts output.</div><div style="text-align: justify;"><br /></div><div style="text-align: center;"><img border="0" height="258" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgm54Hqu3EZEdK-oEt3bYL2YNSS8qPBBS73pBYdX7IcMtXmA_LnjC4NuAejrUmnwJscIr_4clJIU-5QHBsl19NTJ_uJ44IythLzzSrvWYbJESyZ1bEpmI4Bx9jDpxKP19-TPTR22KH2axo/w320-h258/P1050229.JPG" width="320" /></div> <br />The left 2 wires connect to the solar panel, the middle 2 to the battery and the right 2 to the load. Always connect to the battery first. Never connect a solar charge controller to a solar panel before connecting to the battery. <br /><br /> 12/24V, 30A Solar Charge Controller with Dual USB Port (£10) <a href="https://www.amazon.co.uk/gp/product/B07Y4Q7V3D/ref=as_li_tl?ie=UTF8&tag=pattestinginf-21&camp=1634&creative=6738&linkCode=as2&creativeASIN=B07Y4Q7V3D&linkId=f5463253ee80533ef275399ab0e60820" rel="nofollow" target="_blank">Buy from Amazon</a> <br /> <br /><div><div><b>12 V Lamp</b></div><div><div> <br />This is the type of 12 V low power LED light that can be plugged into the charge controller output directly.<br /><br /><div style="text-align: center;"><a href="https://www.blogger.com/#"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVmLFV5nbBa_R3P3E0Cd_HJ_A3LI8FUlRi7Hbr3qUCBPXD6zg71YfGd0t2MN8zQMNIVBWWPCDJaRb7m3P2q7DjMM7kk9T3_ilgUoAZV12_UWPp5-ObZ4t95fIWcON47nqBT9W2fW8_cY0/w224-h320/lamp.JPG" width="224" /></a></div> <br />12V LED Lamp (£8) <a href="https://www.amazon.co.uk/gp/product/B081KN9VPY/ref=as_li_tl?ie=UTF8&tag=pattestinginf-21&camp=1634&creative=6738&linkCode=as2&creativeASIN=B081KN9VPY&linkId=8aa61ae5d2ee785c9dd90e145a71646e" rel="nofollow" target="_blank">Buy from Amazon</a><br /><br /><div style="text-align: justify;"><b style="text-align: left;">Watt Meter</b></div><br />It is always useful to know how the battery is charging or how much power is being taken by the load. A Watt Meter is an easy way of measuring this. <br /><br /><div style="text-align: center;"><a href="https://www.blogger.com/#"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSLcPH2SL8tfqiL4SaAfORHsBW0lbLy_vYnHt2_f_YAiPpcmrNVbTSR5I8rxLJyhyoj76jhQsQMP1s_-2wf7BZBAwiD6PinD1D2MP5IgHEFyBOigeyXQvuwX7A3MD5EvwYiMY0ytsjwFI/w320-h150/P1050230.JPG" width="320" /></a></div><br /><div style="text-align: justify;">12V Watt Meter <a href="https://www.amazon.co.uk/gp/product/B07M5XD4G9/ref=as_li_tl?ie=UTF8&tag=pattestinginf-21&camp=1634&creative=6738&linkCode=as2&creativeASIN=B07M5XD4G9&linkId=5d8617c1256628fda9264b238d871557" rel="nofollow" target="_blank">Buy from Amazon</a></div><br /><b style="font-size: large;">Wiring the components together</b><br /><br /><div style="text-align: center;"><a href="https://www.blogger.com/#"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7Meuz592MQrko48mdCDLn9diBfNgREApyAySge4QxeuZ4gJ_ZhKOt4iEIExmiJpN1E4q7mHcHXqImAfdv7zQsO2vLgWhFvlwX_3nHCwvLGEZ_UMHAlyukUXY_Q6D79yinafOfGGMzvIE/s320/P1050240.JPG" /></a> </div> <br /> <br />This shows the solar pack all wired up. <br /> <br /><b>Step 1:</b> Connect the battery to the charge controller. The display should light up and the battery voltage will appear on the top right.</div><div><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEDCH8kRkP-_2z8MtqqNWyUcw6vv252Ie8QifaPvu3p4dVXK0xOe85uA7zO816w0QplGbnoubL0gJeOzY7vn7GQBUT7OOoTZ5J48Ewze64K9RmeUgDQiP335CBIanF02ii0FJTy62y_cYIwYc7vjMpVkjNXVhXsJ0GGzIMt_W56rV1gGHiuiUJUSql/s1987/batt%20+%20SCC.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1987" data-original-width="1065" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEDCH8kRkP-_2z8MtqqNWyUcw6vv252Ie8QifaPvu3p4dVXK0xOe85uA7zO816w0QplGbnoubL0gJeOzY7vn7GQBUT7OOoTZ5J48Ewze64K9RmeUgDQiP335CBIanF02ii0FJTy62y_cYIwYc7vjMpVkjNXVhXsJ0GGzIMt_W56rV1gGHiuiUJUSql/s320/batt%20+%20SCC.jpg" width="172" /></a></div><br /><div><b>Step 2:</b> The Solar Panel is connected through the Watt Meter to the Charge Controller. Once the panel is moved into the sun the Meter will display charging current, voltage and power.</div><div><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqYhKvGxToRdAcUkenHbqBLzZNbKtE9cRoN90FTuEl6SJPt-3P8bJqJMpSctjt98KB3IrDF38gYXaov1kCUMsXRrxEk0EDZJu6csqm3AAOOfDlo3Pg5YiH1OnqkKKIAsxOAxe1e1CBklaMMBWa1BgN4DXnISFYbh6h9mOHgQB-c-5t7N1pokvdfzNW/s2104/panel%20watt%20meter%20battery.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2094" data-original-width="2104" height="318" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqYhKvGxToRdAcUkenHbqBLzZNbKtE9cRoN90FTuEl6SJPt-3P8bJqJMpSctjt98KB3IrDF38gYXaov1kCUMsXRrxEk0EDZJu6csqm3AAOOfDlo3Pg5YiH1OnqkKKIAsxOAxe1e1CBklaMMBWa1BgN4DXnISFYbh6h9mOHgQB-c-5t7N1pokvdfzNW/s320/panel%20watt%20meter%20battery.jpg" width="320" /></a></div><br /><div><b>Step 3:</b> Connect a LED light and see it working.</div><div><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhy_G1UwhizqaL4rzhR-PBZ-IAz85WqhmsRYe1G_457YP8RChzH2JKlkqeyOvAxAfWyr0kqg9nfSbQfQHn3OdfhRTqu-0kV9z1IxrG1fjCunwXqO67bUZ6JkvGGaEEtUb4PUJVwUyWdYXRIDbWNro8IKjfxe8wljX_VJRg1YOb7XVpiUf8kn5hIz-A0/s3218/Solar%20panel,WM,SCC,%20Battery%20+%20Lamp.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2094" data-original-width="3218" height="208" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhy_G1UwhizqaL4rzhR-PBZ-IAz85WqhmsRYe1G_457YP8RChzH2JKlkqeyOvAxAfWyr0kqg9nfSbQfQHn3OdfhRTqu-0kV9z1IxrG1fjCunwXqO67bUZ6JkvGGaEEtUb4PUJVwUyWdYXRIDbWNro8IKjfxe8wljX_VJRg1YOb7XVpiUf8kn5hIz-A0/s320/Solar%20panel,WM,SCC,%20Battery%20+%20Lamp.jpg" width="320" /></a></div><br /><div><b>Step 4:</b> Move the Watt Meter between the Charge Controller and the LED light to see how much current and power it takes.</div><div> <br /> Where to buy assorted other components.</div><div><br /></div><div><b style="font-size: large;">Other Components</b></div><div><b><br /></b></div><div><b>Cable</b><div><b><br /></b></div><div>As the battery is fused with a 10 Amp glass fuse, this is the maximum current that can flow in the cables. So all cables used in the pack needs to be capable of taking at least 20 amps. </div><div><br /></div><div>12V 30Amp 2.5mm cable (£5 for 5 metre length red or black) <a href="https://www.ebay.co.uk/itm/202898458998?hash=item2f3db0c976:g:SGEAAOSwncJeOoOM" target="_blank">Buy from Ebay</a></div></div><div><br /></div><div><b>Connectors</b></div><div><br /></div><div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3MTIFneKzWaadJwmttg7a2ZW4k7nGsODwoQLjA_L-n8blED0VLKdFp0nxvniHuRVxFAmKyq-lgMYxPqX_PU_s7BtcfdzKJXEm-LjfRG6eNBsn2gTchNN9TYPvNc5nbplSOAmWT87_sdw/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="980" data-original-width="971" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3MTIFneKzWaadJwmttg7a2ZW4k7nGsODwoQLjA_L-n8blED0VLKdFp0nxvniHuRVxFAmKyq-lgMYxPqX_PU_s7BtcfdzKJXEm-LjfRG6eNBsn2gTchNN9TYPvNc5nbplSOAmWT87_sdw/w198-h200/image.png" width="198" /></a></div><br /><a href="https://www.amazon.co.uk/gp/product/B095PQVXW5/ref=as_li_tl?ie=UTF8&tag=pattestinginf-21&camp=1634&creative=6738&linkCode=as2&creativeASIN=B095PQVXW5&linkId=a381a16b44872eb068e92f887543339a" rel="nofollow" target="_blank">10 Amp Connectors from Amazon (not pluggable)</a> (£12 for set of 12)</div><div><br /></div><div><b>Fuse holder</b></div><div><br /></div><div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnmJg7g-GWZzHZZvFqrIjqkooIzw2edwS6qVTxRO4d-PqVlZkfbZ9g9Q4qXZ-FOegjX-GBkky3o1U6X6qTqi1ZjNqyjrnpIs2IYOVQNmCMj1I5YbzkpXiCwIUHJZclRBnZEfMWTyEuw0k/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="403" data-original-width="500" height="161" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnmJg7g-GWZzHZZvFqrIjqkooIzw2edwS6qVTxRO4d-PqVlZkfbZ9g9Q4qXZ-FOegjX-GBkky3o1U6X6qTqi1ZjNqyjrnpIs2IYOVQNmCMj1I5YbzkpXiCwIUHJZclRBnZEfMWTyEuw0k/w200-h161/image.png" width="200" /></a></div><br /><a href="https://www.amazon.co.uk/gp/product/B00VLBAD7M/ref=as_li_tl?ie=UTF8&tag=pattestinginf-21&camp=1634&creative=6738&linkCode=as2&creativeASIN=B00VLBAD7M&linkId=03e41a0fae7708a02c5e0c10a8aa97e0" rel="nofollow" target="_blank">In-line 10 Amp fuse holder from Amazon</a> (£5.50 for pack of 10)</div><div><br /></div><div><b>Fuse</b></div><div><br /></div><div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2_8eKhzfkXqkdKJLwpn_DD_yFI0VmWLYg0viZ2S_ML7Fsaj8rEzc9QDRDXDLbTNPdemjXWt2PgNBF1Lb-BfNdjFsqEzuA5ZZ6lhFw9XMhxvTbdBafiDsP6qz0-AH5grqB3RGqa8uSQCQ/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="132" data-original-width="140" height="188" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2_8eKhzfkXqkdKJLwpn_DD_yFI0VmWLYg0viZ2S_ML7Fsaj8rEzc9QDRDXDLbTNPdemjXWt2PgNBF1Lb-BfNdjFsqEzuA5ZZ6lhFw9XMhxvTbdBafiDsP6qz0-AH5grqB3RGqa8uSQCQ/w200-h188/image.png" width="200" /></a></div><br /><a href="https://www.amazon.co.uk/gp/product/B0036AKIVW/ref=as_li_tl?ie=UTF8&tag=pattestinginf-21&camp=1634&creative=6738&linkCode=as2&creativeASIN=B0036AKIVW&linkId=2e06a93afeaa1cbc97df25401e7e261c" rel="nofollow" target="_blank">10 Amp 20mm glass fuse from Amazon</a> (£3 pack of 10)<br />
</div></div></div></div>MisterTeehttp://www.blogger.com/profile/06785944743716270763noreply@blogger.com0tag:blogger.com,1999:blog-6734691767233518568.post-47811360786512257322018-08-28T02:23:00.003-07:002021-01-11T08:37:46.912-08:00Haybox Cooking - also known as retained heat cooking<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="Normal-P2" style="margin-left: 10px; margin-right: 10px; text-align: justify;">
<span class="Normal-C6" style="color: #1b2131; font-family: inherit; font-size: large; line-height: 1.13em;">What is a haybox? It’s basically an insulated box in which you place your partly cooked food. The heat energy held in the pot and the food completes the cooking process without any external heat input.</span></div><div class="Normal-P2" style="margin-left: 10px; margin-right: 10px; text-align: justify;"><span><a name='more'></a></span><span style="color: #1b2131; font-size: large;"><br /></span>
<div class="separator" style="clear: both; text-align: center;">
<span class="Normal-C6" style="color: #1b2131; font-family: inherit; font-size: large; line-height: 1.13em;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhshM1bYav1S2BMF3Mpc3zEWwr4n2PA7Aayw2uHWZkpidoIwITuwgqeHqgNqQv3t6FpRFIMLcgsKpi1DCnHxzZzG2NVRu9m2W-hSlIC9mHDulPLj7USw0r4ylvSMygz1boRTfSyXVfsVjM/s1600/haybox+1.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="372" data-original-width="605" height="196" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhshM1bYav1S2BMF3Mpc3zEWwr4n2PA7Aayw2uHWZkpidoIwITuwgqeHqgNqQv3t6FpRFIMLcgsKpi1DCnHxzZzG2NVRu9m2W-hSlIC9mHDulPLj7USw0r4ylvSMygz1boRTfSyXVfsVjM/s320/haybox+1.jpg" width="320" /></a></span></div>
</div>
<div class="Normal-P2" style="margin-left: 10px; margin-right: 10px; text-align: justify;">
<span style="font-family: inherit; font-size: large;"><br /></span></div>
<div class="Normal-P2" style="margin-left: 10px; margin-right: 10px; text-align: justify;">
<span class="Normal-C2" style="font-family: inherit; font-size: large; line-height: 1.13em;">Haybox cookers are so called because the early versions used hay as insulation. It is also referred to as fireless cooking or retained heat cooking.</span></div>
<div class="Normal-P2" style="margin-left: 10px; margin-right: 10px; text-align: justify;">
<span style="font-family: inherit; font-size: large;"><br /></span></div>
<div class="Normal-P2" style="margin-left: 10px; margin-right: 10px; text-align: justify;">
<span class="Normal-C2" style="font-family: inherit; font-size: large; line-height: 1.13em;">Various forms of haybox cookers are used widely in the developing world to cut down on the use of firewood. This saves time spent in gathering fuel and helps reduce deforestation. Conservative estimates of fuel saving vary from 30 – 50 %.</span></div>
<div class="Normal-P2" style="margin-left: 10px; margin-right: 10px; text-align: justify;">
<span class="Normal-C2" style="font-family: inherit; font-size: large; line-height: 1.13em;"></span></div>
<div class="Normal-P2" style="margin-left: 10px; margin-right: 10px; text-align: justify;"><span class="Normal-C5" style="color: #1b2131; font-family: inherit; font-size: large; line-height: 1.13em;"><br /></span></div>
<div class="Normal-P2" style="margin-left: 10px; margin-right: 10px; text-align: justify;">
<span class="Normal-C5" style="color: #1b2131; font-family: inherit; font-size: large; line-height: 1.13em;">The following extracts are from the book "<a href="https://www.amazon.co.uk/gp/product/B073V39T42/ref=as_li_tl?ie=UTF8&tag=pattestinginf-21&camp=1634&creative=6738&linkCode=as2&creativeASIN=B073V39T42&linkId=f3f077ee2cb93b808bf6db1cb79571af">Haybox Cooking - saving energy with Fireless Cookers</a>" which is available from Amazon.</span></div>
<div class="Normal-P2" style="margin-left: 10px; margin-right: 10px; text-align: justify;">
<span class="Normal-C5" style="color: #1b2131; font-family: inherit; font-size: large; font-weight: 700; line-height: 1.13em;"><br /></span></div>
<div class="Normal-P2" style="margin-left: 10px; margin-right: 10px; text-align: justify;">
<span class="Normal-C5" style="color: #1b2131; font-family: inherit; font-size: large; font-weight: 700; line-height: 1.13em;">ADVANTAGES OF HAYBOX COOKING</span></div>
<div class="Normal-P2" style="margin-left: 10px; margin-right: 10px; text-align: justify;">
<span class="Normal-C5" style="color: #1b2131; font-family: inherit; font-size: large; font-weight: 700; line-height: 1.13em;"><br /></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipBqeQYkPyEc1GFsI6J2fLuHYNsl8xzJ2ArCISMj-ZWU2Ly4WjI3y-o_JKza939Bq9gcm_6NVJch0bbO9oaqRZXbnpcyw8Xiq6kivfueorEyBCxMUenADTvhdUz9w2g9oj77Fqx0zm208/s1600/IMG_20170323_173844023.jpg" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: inherit; font-size: large;"><img border="0" data-original-height="767" data-original-width="768" height="199" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipBqeQYkPyEc1GFsI6J2fLuHYNsl8xzJ2ArCISMj-ZWU2Ly4WjI3y-o_JKza939Bq9gcm_6NVJch0bbO9oaqRZXbnpcyw8Xiq6kivfueorEyBCxMUenADTvhdUz9w2g9oj77Fqx0zm208/s200/IMG_20170323_173844023.jpg" width="200" /></span></a></div>
<span style="font-family: inherit; font-size: large;"><br /></span>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="Normal-P2" style="margin-left: 10px; margin-right: 10px; text-align: justify;">
<span style="font-family: inherit; font-size: large;">Cooking with a haybox needs more planning than conventional cooking. They also cannot be used for high temperature cooking such as baking or frying. However, when one has got used to this there are many advantages to using one.</span></div>
<div class="Normal-P2" style="margin-left: 10px; margin-right: 10px; text-align: justify;">
<span style="font-family: inherit; font-size: large;"><br /></span></div>
<div class="Normal-P2" style="margin-left: 10px; margin-right: 10px; text-align: justify;">
<span style="font-family: inherit; font-size: large;"><span class="Normal-C6" style="font-weight: 700; line-height: 1.13em;">Fuel saving:</span><span class="Normal-C2" style="line-height: 1.13em;"> Using a haybox can easily save up to 50% of the energy required to cook food. This is because instead of the heat from a saucepan being lost it is trapped by the insulation and used to heat and cook the food. The energy saving is the same whether it is gas, electricity, wood or charcoal.</span></span></div>
<div class="Normal-P2" style="margin-left: 10px; margin-right: 10px; text-align: justify;">
<span style="font-family: inherit; font-size: large;"><br /></span></div>
<div class="Normal-P2" style="margin-left: 10px; margin-right: 10px; text-align: justify;">
<span style="font-family: inherit; font-size: large;"><span class="Normal-C6" style="font-weight: 700; line-height: 1.13em;">Tasty, nutritious food</span><span class="Normal-C2" style="line-height: 1.13em;">: The slow cooking in a Haybox retains much of the flavours and nutrients in food.</span></span><br />
<span style="font-family: inherit; font-size: large;"><span class="Normal-C2" style="line-height: 1.13em;"><br /></span>
</span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhN92gkD7ICGLbQO7OJNaE1-5czo0RJnWicfieBzQKOPRKYP6iMb8Q491d_9Ne2xfc0Px97ve1qxTwZMqJKN1WdGff5gyalKkvqIaihDaZFnK3wF5yxPhROMvzr3phI3svgdCvFKsJo4JI/s1600/mixed+rice+and+ratatouille.JPG" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: inherit; font-size: large;"><img border="0" data-original-height="1600" data-original-width="1600" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhN92gkD7ICGLbQO7OJNaE1-5czo0RJnWicfieBzQKOPRKYP6iMb8Q491d_9Ne2xfc0Px97ve1qxTwZMqJKN1WdGff5gyalKkvqIaihDaZFnK3wF5yxPhROMvzr3phI3svgdCvFKsJo4JI/s200/mixed+rice+and+ratatouille.JPG" width="200" /></span></a></div>
<span class="Normal-C2" style="font-family: inherit; font-size: large; line-height: 1.13em;"><br /></span></div>
<div class="Normal-P2" style="margin-left: 10px; margin-right: 10px; text-align: justify;">
<span style="font-family: inherit; font-size: large;"><span class="Normal-C6" style="font-weight: 700; line-height: 1.13em;">No risk of burning food:</span><span class="Normal-C2" style="line-height: 1.13em;"> When cooking on a fire, sometimes food needs to be left to simmer on a low heat. This has to be frequently checked and the food stirred to prevent burning at the bottom. With a haybox, the heat is directed to the pot from all sided and there is absolutely no risk of burning. The food can be left unattended till it is needed.</span></span></div>
<div class="Normal-P2" style="margin-left: 10px; margin-right: 10px; text-align: justify;">
<span style="font-family: inherit; font-size: large;"><br /></span></div>
<div class="Normal-P2" style="margin-left: 10px; margin-right: 10px; text-align: justify;">
<span style="font-family: inherit; font-size: large;"><span class="Normal-C6" style="font-weight: 700; line-height: 1.13em;">Reduce water usage:</span><span class="Normal-C2" style="line-height: 1.13em;"> When food is simmered on a fire, much water is lost. However, when cooking with a haybox the water in the pot is retained and less water can be used. For example one uses two cups of water to a cup of rice when cooking on a fire. With a haybox this can be reduced to one a half cups of water to a cup of rice.</span></span></div>
<div class="Normal-P2" style="margin-left: 10px; margin-right: 10px; text-align: justify;">
<span style="font-family: inherit; font-size: large;"><br /></span></div>
<div class="Normal-P2" style="margin-left: 10px; margin-right: 10px; text-align: justify;">
<span style="font-family: inherit; font-size: large;"><span class="Normal-C6" style="font-weight: 700; line-height: 1.13em;">Only one fire needed:</span><span class="Normal-C2" style="line-height: 1.13em;"> When cooking a variety of food (e.g. potatoes, vegetables and meat) on a stove top, at least three fires are needed. With a haybox this can be done with a single fire. Each item can be brought to the boil and then placed in the haybox, freeing up the flame for the next dish.</span></span></div>
<div class="Normal-P2" style="margin-left: 10px; margin-right: 10px; text-align: justify;">
<span style="font-family: inherit; font-size: large;"><br /></span></div>
<div class="Normal-P2" style="margin-left: 10px; margin-right: 10px; text-align: justify;">
<span style="font-family: inherit; font-size: large;"><span class="Normal-C6" style="font-weight: 700; line-height: 1.13em;">Convenience:</span><span class="Normal-C2" style="line-height: 1.13em;"> With food left cooking in a haybox, there is no need to reheat food – it is ready steaming hot when you need it. It works like a slow cooker without an external heat input.</span></span></div>
<div class="Normal-P2" style="margin-left: 10px; margin-right: 10px; text-align: justify;">
<span style="font-family: inherit; font-size: large;"><br /></span></div>
<div class="Normal-P2" style="margin-left: 10px; margin-right: 10px; text-align: justify;">
<span class="Normal-C2" style="font-family: inherit; font-size: large; line-height: 1.13em;"></span></div>
<div class="Normal-P2" style="margin-left: 10px; margin-right: 10px; text-align: justify;">
<span style="font-family: inherit; font-size: large;"><span class="Normal-C6" style="font-weight: 700; line-height: 1.13em;">Reduces smoke inhalation:</span><span class="Normal-C2" style="line-height: 1.13em;"> In many developing countries, open fires are used for cooking food. The smoke from these fires has been shown to result in many breathing related diseases. Using a haybox means less time spent leaning over a smoking fire and reduces this risk.</span></span><br />
<span style="font-family: inherit; font-size: large;"><span class="Normal-C2" style="line-height: 1.13em;"><br /></span>
</span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5VyLxeIi3_wKUA4soEExIjEaWjHJAdsD7XEdnnJgAHnk6uXlYN_cCz2o2yG9J17vfsLmiJJmwuZ3i9APzrVf6zJDJwWDdgWlvAcubkNfppUaALQKMz4TDgCJ9YBY7tx-PIUUpMsvMSek/s1600/smoke.jpg" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: inherit; font-size: large;"><img border="0" data-original-height="333" data-original-width="265" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5VyLxeIi3_wKUA4soEExIjEaWjHJAdsD7XEdnnJgAHnk6uXlYN_cCz2o2yG9J17vfsLmiJJmwuZ3i9APzrVf6zJDJwWDdgWlvAcubkNfppUaALQKMz4TDgCJ9YBY7tx-PIUUpMsvMSek/s320/smoke.jpg" width="254" /></span></a></div>
<span style="font-family: inherit; font-size: large;"><b><span face="Verdana, sans-serif"><br /></span></b>
<b><span face="Verdana, sans-serif">BOOKS ON HAYBOX COOKING</span></b></span><br />
<span style="font-family: inherit; font-size: large;"><br /></span>
<span style="color: #1b2131; font-family: inherit; font-size: large; font-weight: 700;"><a href="https://www.amazon.co.uk/gp/product/B073V39T42/ref=as_li_tl?ie=UTF8&tag=pattestinginf-21&camp=1634&creative=6738&linkCode=as2&creativeASIN=B073V39T42&linkId=558556eb30c8d6f57344a959b2d239f6">Haybox Cooking - Save Energy with Fireless Cookers</a></span><br />
<span style="font-family: inherit; font-size: large;"><span style="color: #1b2131; font-weight: 700;"><br /></span><span style="color: #1b2131; font-weight: 700;"><a href="https://www.amazon.co.uk/gp/product/1986069087/ref=as_li_tl?ie=UTF8&tag=pattestinginf-21&camp=1634&creative=6738&linkCode=as2&creativeASIN=1986069087&linkId=08fae9278bb1164b198bcc03a617765d">Fireless Cookers, Haybox Cookers & Retained Heat Cookers</a></span></span><br />
<span style="font-family: inherit; font-size: large;"><span style="background-color: white; color: #111111;"><br /></span>
<span style="color: #1b2131; font-weight: 700;"><br /></span>
<span style="color: #1b2131; font-weight: 700;">GUIDELINES FOR HAYBOX COOKING</span></span></div>
<div class="Normal-P2" style="margin-left: 10px; margin-right: 10px; text-align: justify;">
<span style="font-family: inherit; font-size: large;"><br /></span></div>
<div class="Normal-P2" style="margin-left: 10px; margin-right: 10px; text-align: justify;">
<span class="Normal-C2" style="font-family: inherit; font-size: large; line-height: 1.13em;">A well constructed haybox can keep food temperatures well above 65 deg C after 3 hours. There are a number of factors that determine the effectiveness of a haybox.</span></div>
<div class="Normal-P2" style="margin-left: 10px; margin-right: 10px; text-align: justify;">
<span style="font-family: inherit; font-size: large;"><br /></span></div>
<div class="Normal-P2" style="margin-left: 10px; margin-right: 10px; text-align: justify;">
<span style="font-family: inherit; font-size: large;"><span class="Normal-C6" style="font-weight: 700; line-height: 1.13em;">Insulation:</span><span class="Normal-C2" style="line-height: 1.13em;"> The thickness of the insulation is very important to the working of the haybox cooker. If kapok, polystyrene or cork is used, this must be at least 5 cm (2 inches) thick all round the pot. If straw, newspaper, cotton or chaff is used as insulation then it is good to aim for a thickness of around 10 cm (4 inches).</span></span></div>
<div class="Normal-P2" style="margin-left: 10px; margin-right: 10px; text-align: justify;">
<span style="font-family: inherit; font-size: large;"><br /></span></div>
<div class="Normal-P2" style="margin-left: 10px; margin-right: 10px; text-align: justify;">
<span style="font-family: inherit; font-size: large;"><span class="Normal-C6" style="font-weight: 700; line-height: 1.13em;">Thickness of pot:</span><span class="Normal-C2" style="line-height: 1.13em;"> A thicker walled pot works better than a thinner one as it retains more heat. This will then slowly release heat while in the haybox and help cook the food and keep it hot for longer.</span></span></div>
<div class="Normal-P2" style="margin-left: 10px; margin-right: 10px; text-align: justify;">
<span style="font-family: inherit; font-size: large;"><br /></span></div>
<div class="Normal-P2" style="margin-left: 10px; margin-right: 10px; text-align: justify;">
<span style="font-family: inherit; font-size: large;"><span class="Normal-C6" style="font-weight: 700; line-height: 1.13em;">Lid:</span><span class="Normal-C2" style="line-height: 1.13em;"> It’s important to have a tight fitting lid on the pot to reduce evaporation and heat loss. One can also wrap the pot in a towel before putting it into the haybox – this will help keep the lid on tight. When heating the ingredients up before putting it in the haybox make sure the lid is on the pot. This way the lid heats up to the same temperature as the pot. Putting a cold lid on a heated pot will lower the overall temperature.</span></span></div>
<div class="Normal-P2" style="margin-left: 10px; margin-right: 10px; text-align: justify;">
<span style="font-family: inherit; font-size: large;"><br /></span></div>
<div class="Normal-P2" style="margin-left: 10px; margin-right: 10px; text-align: justify;">
<span style="font-family: inherit; font-size: large;"><span class="Normal-C6" style="font-weight: 700; line-height: 1.13em;">Amount of food in pot:</span><span class="Normal-C2" style="line-height: 1.13em;"> The pot needs to be at least 3/4 full of food to ensure that the food temperature remains above 70 deg C after 3 hours. If the pot is only a 1/4 full then after 3 hours the temperature could be as low as 55 deg C and the food will need to be heated up before eating.</span></span></div>
<div class="Normal-P2" style="margin-left: 10px; margin-right: 10px; text-align: justify;">
<span style="font-family: inherit; font-size: large;"><br /></span></div>
<div class="Normal-P2" style="margin-left: 10px; margin-right: 10px; text-align: justify;">
<span class="Normal-C2" style="font-family: inherit; font-size: large; line-height: 1.13em;"></span></div>
<div class="Normal-P2" style="margin-left: 10px; margin-right: 10px; text-align: justify;">
<span style="font-family: inherit; font-size: large;"><span class="Normal-C6" style="font-weight: 700; line-height: 1.13em;">Checking on the food:</span><span class="Normal-C2" style="line-height: 1.13em;"> Fight the temptation to keep checking the food. Every time the lid is opened heat will escape from the pot thus slowing down the cooking process. Just trust the cooking process and leave things to cook in the retained heat.</span></span></div>
<div class="Normal-P2" style="margin-left: 10px; margin-right: 10px; text-align: justify;">
<span class="Normal-C2" style="font-family: inherit; font-size: large; line-height: 1.13em;"><br /></span></div>
<div class="Normal-P2" style="margin-left: 10px; margin-right: 10px; text-align: justify;">
<span class="Normal-C2" style="font-family: inherit; font-size: large; line-height: 1.13em;">For more advise on haybox cooking including food safety and delicious recipes check out our book which is available from Amazon and also from <a href="http://www.ohmbooks.com/haybox_cooking.html">our website</a> (for UK shipping only)</span></div>
</div>
MisterTeehttp://www.blogger.com/profile/06785944743716270763noreply@blogger.com0