tag:blogger.com,1999:blog-40552461865030729592024-03-13T18:54:08.470-04:00J.D Stratton Electric, Inc. Wind Turbine & Solar ProjectsAs we install wind turbine and solar projects, we will be doing a blog on each project so that you can know how things are progressing.JDhttp://www.blogger.com/profile/00007995399507055537noreply@blogger.comBlogger172125tag:blogger.com,1999:blog-4055246186503072959.post-55808531441770470802013-07-08T13:01:00.002-04:002013-07-08T13:01:27.446-04:00Windmill repairs<u><i><b><span class="userContent" data-ft="{"tn":"K"}">Effective
immediately!</span></b></i></u><br />
<u><i><b><span class="userContent" data-ft="{"tn":"K"}"><br /></span></b></i></u>
<span class="userContent" data-ft="{"tn":"K"}">I will no longer be taking calls for windmill repairs,
unless they are ones that I have installed. Do to the amount of labor
and cost of repairing them it is cheaper to add additional solar panels
to your existing system. </span><br />
<br />
<span class="userContent" data-ft="{"tn":"K"}">If you wish to get your windmill repaired I can
refer you to someone that might be able to help you with that. </span><br />
<br />
<span class="userContent" data-ft="{"tn":"K"}">Sorry
for the inconvenience.</span><br />
<br />
<span class="userContent" data-ft="{"tn":"K"}">I will still offer windmills to customers. Just keep in mind my cheapest grid-tied wind turbine starts at $65k and goes up from there. You can do a whole lot of solar panels for that kind of money.</span>JDhttp://www.blogger.com/profile/00007995399507055537noreply@blogger.com0tag:blogger.com,1999:blog-4055246186503072959.post-85265558956001759502013-03-13T18:31:00.000-04:002013-03-13T18:31:14.866-04:00General pricesI spend a lot of time writing up proposals to have the customer say that was more then they wanted to spend. So I decided to post some general renewable energy system prices to help with the shock of pricing.<br />
<br />
Now keep in mind that each project is different and will need to be field verified. Also prices change all the time on equipment.<br />
<br />
Solar rack is sometimes costly starting with cheapest to the most expensive. Roof, ground mount, and then top of pole mount is how the cost break down goes. <br />
<br />
Solar Grid connected:<br />
<br />
12- panels on the roof installed cost around $13,500 and up. This is my average size install.<br />
<br />
12 panels on a ground mount system cost around $15,000 and up.<br />
<br />
12 panels on a top of pole mount rack system costs around $17,500 and up.<br />
<br />
Solar panels have leveled off on price. The same system 5 years ago would have been almost doubled. <br />
<br />
<br />
Off-grid Solar:<br />
<br />
6 panels on ground mount system with inverters, batteries, and installed. Starts around $16,000 and go up from there. It also depends on the racking which can drive the cost up from there. Plus the more batteries you use the more it costs as well. <br />
<br />
Small wind: (grid tied only)<br />
<br />
I only carry to brands Bergey and Evance. These two companies have both been around 15 plus years and have been through a second party verification testing.<br />
<br />
Evance only has a 5kw and Bergey has a 5kw as well. Both cost about the same.<br />
On a 60' tower installed is around $65.000. The Evance I can only get a 60' tower. The Bergey I can go as 120' on a tower. The tower is what drives the cost up. But higher the better. Sticking a windmill on a short tower. Is like sticking solar panels in the shade.<br />
<br />
Bergey 10kw on a 100' tower starts at $75,000 and goes up from there. I installed one of these last year at this price. I think since that time the price has gone up. Windmills need rare earth magnets. Rare earth magnets come from China. China is hold on to their magnets for their on wind projects. <br />
<br />
Now keep in mind they all need to be field verified and could be less. I am basing my prices on projects I have done in the past or quoted recently. Each project is different.<br />
<br />
I will say solar offers the best value for your money and is the most flexible then small wind. Solar you can start with one panels and add on as you like. Small wind that's it, you get what you get for that generator size.<br />
<br />
I'm not trying to scare anyone off from doing this at there home or small business. But I'm trying to give you a heads up as well. It takes a lot of time to figure these projects out and if you are going to get sticker shock then we are both wasting our time. <br />
<br />
I have both solar and small wind at my home. It has been the best thing that I could do for myself. I think it's worth but i does cost money. Sometimes a lot of money. But you are securing your energy future. You are locking in your electrical cost in at today's price. <br />
<br />
If after reading this post and are still interested in installing a system for yourself. I would more then love to talk to you about a price and a system that is right for you. <br />
<br />
<br />JDhttp://www.blogger.com/profile/00007995399507055537noreply@blogger.com0tag:blogger.com,1999:blog-4055246186503072959.post-58016564314967528182012-09-18T20:30:00.000-04:002012-09-18T20:31:13.197-04:00Off the GridFor some of you that may just stumbled across my blog or those that follow along. I have been off the grid for about 3 weeks now. So far the system has been running flawlessly since it came online.<br />
<br />
I am not 100% off the grid but about 90%. The grid for me is actually the backup if the batteries are not fully charged and I still have 3 things connected to the grid. My stove, water heater and heat, which are all electric. Because I do not have a big enough inverter they can not be connected to the off grid system. <br />
<br />
If the grid goes down for what ever reason I will still function as normal. There are other ways to heat water and stay warm.<br />
<br />
I installed 6- 250 watt solar panels on a ground mount support. I chose this style because it's cheap and I can clean the snow off them in the winter.<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNP1PJYkz0ddh57lZPN9JejVsAisjuIyMut8OoTPGm2xUyyd6ZPqq697mI-9zVmFSABWbvescc5i3deT-0IHnpmKufCtvGA2yL8sUov0LsGnTDpcmJrA3N3e5FLpmzFiZbQ2q9wZgOHTJZ/s1600/IMG_2646.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="239" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNP1PJYkz0ddh57lZPN9JejVsAisjuIyMut8OoTPGm2xUyyd6ZPqq697mI-9zVmFSABWbvescc5i3deT-0IHnpmKufCtvGA2yL8sUov0LsGnTDpcmJrA3N3e5FLpmzFiZbQ2q9wZgOHTJZ/s320/IMG_2646.JPG" width="320" /></a></div>
<br />
I used 2- Outback GVFX 3648 inverters with 2 sets of 105ahr 12v deep cycle boat batteries for a total of 210 ahr at 48 volts.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtWrtWhaH8D00k8YD2e7KYKP0FExsRgFemXE1UrYor2zy81FV56m07N6Dw_4yL2eg3PWrSmJFeohdDr0susCA-6Vy9aOdqc6arEbzW543NvgAffOSWY_1AQlX7zTTS691xsIrb5wleLqCx/s1600/IMG_2710.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="239" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtWrtWhaH8D00k8YD2e7KYKP0FExsRgFemXE1UrYor2zy81FV56m07N6Dw_4yL2eg3PWrSmJFeohdDr0susCA-6Vy9aOdqc6arEbzW543NvgAffOSWY_1AQlX7zTTS691xsIrb5wleLqCx/s320/IMG_2710.JPG" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiiYOolbU2UK5RIC3zQmEUOkAZpJ6lmDTlc_10bdGRzuEPpCx9_X6HvtC096DcuAGd-kVgHnZXmCmHnPPOZPp2HnhsGDyD4TMSEVtDsa8X6HF_mLV1ckZGq1Lef4Kdm9vOC60MJ09-_Xw-9/s1600/IMG_2695.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiiYOolbU2UK5RIC3zQmEUOkAZpJ6lmDTlc_10bdGRzuEPpCx9_X6HvtC096DcuAGd-kVgHnZXmCmHnPPOZPp2HnhsGDyD4TMSEVtDsa8X6HF_mLV1ckZGq1Lef4Kdm9vOC60MJ09-_Xw-9/s320/IMG_2695.jpg" width="239" /></a></div>
<br />
The Outback inverters were from a job that I did earlier this year that I acquired for converting the system over to grid interactive. The batteries are from Menard's. Just cheap boat batteries. I wanted batteries that I could buy locally. Plus I didn't spend a ton of money on them.<br />
<br />
I am currently running my computer and lights off grid while I am blogging to you today. I live my life and run my business just like normally when connected to the grid. I really curious to see what next months electric bill will be.<br />
<br />
I will continue to post from time to time on how my system is doing. My plan next is to install a small wind turbine. Probably a Whisper 200 on a 80' pole. <br />
<br />
If you would like to follow along it is best to like <a href="https://www.facebook.com/jdstrattonelectric" target="_blank">J.D. Stratton Electric on Facebook</a>. JDhttp://www.blogger.com/profile/00007995399507055537noreply@blogger.com3tag:blogger.com,1999:blog-4055246186503072959.post-36915494475339064352012-07-08T11:54:00.000-04:002012-07-08T11:54:41.464-04:00The state of the things to come?I have been giving some thought to the recent heat wave we have been experiencing here in Northern Michigan. I believe this will be the way the weather is going to be now and in the future.<br />
<br />
We have been experiencing very quick and violent storms and record high temperatures which is not normal. Could this be the new normal? I don't know.<br />
<br />
But I do know, that it has been playing havoc on the electrical systems for the power companies. These sudden storms are knocking out large populations of electrical customers. The heat is setting record power usages for the demand for air-conditioning.<br />
<br />
On a personal side I too have been experiencing electrical issues with my own electrical provider. Twice last week I had no power for whatever reason. We had no storms but still it went out. I believe we are going to see rolling blackouts. These high heat days play hell on electrical equipment. Causing things to fail or the power company will not be able to keep up with the demand of power comsumption.<br />
<br />
So we have this natural stuff playing havoc on the grid. What will happen when we add electric vehicles into the mix on a hot Summer day? Are the power companies going to be able to keep up then? Are we going to have these rolling blackouts or worse brownouts?<br />
<br />
I guess time will tell. Quicker then I think people believe. <br />
<br />
But there are solutions to these problems. Solutions that you the individual can do to protect your own well being. I know that I am currently making preparations to help maintain my own self-preservation. I will be installing a battery backup solar system. Because myself like others, I like to keep things running. I don't like my lifestyle interrupted with these problems of things not working. I like my beer cold and a good glass of water when I want it.<br />
<br />
I have several customers with this very option. They are very happy with their systems. It is not cheap. But I'm being to think it's the way to go in the long haul. With a simple gas generator as backup, to the backup. <br />
<br />
Other options would be a backup generator, manual or automatic. The problem with gas generators is there is maintenance issues and moving parts. Plus the cost of running a generator is not cheap. But a good option in the short term, but not for several days without power. <br />
<br />
Well I guess this gives you something to think about and consider. I can see that this whole power problem is not going away anytime soon. Everyday I see in the news or online that power is out again in an area. So why wait until it starts happening or happens to you again? So get prepared now before it's to late again! <br />
<br />
<br />JDhttp://www.blogger.com/profile/00007995399507055537noreply@blogger.com0tag:blogger.com,1999:blog-4055246186503072959.post-24935297901331441722012-04-03T15:55:00.001-04:002012-04-03T15:55:24.221-04:00Consumers Energy EARP is now accepting residential solar applications.Beginning today, Tuesday, April 3, 2012, residential electric customers served by Consumers Energy can submit applications to participate in Phase 6 of the utility’s Experimental Advanced Renewable Program (EARP). This standard-offer contract program allows electric customers to sell the output of customer-owned solar generating systems to Consumers Energy for a fixed price over a contract length of 15 years. <br /><br />Applications for this next phase of the EARP must be submitted by May 3, 2012, and are available online at <a href="http://www.consumersenergy.com/EARP">www.consumersenergy.com/EARP</a>.<br />
<br />
So if this is something that would interested in doing give me a call TODAY! (231) 715-1170JDhttp://www.blogger.com/profile/00007995399507055537noreply@blogger.com1tag:blogger.com,1999:blog-4055246186503072959.post-87897580784593330412012-03-22T11:30:00.001-04:002012-03-22T11:33:06.108-04:00Latest news and offersWell some of use in Northern Michigan lost our power for a few days. So I have been busy doing generator hookups. Here is a picture of one of them. Plus I have a nice little generator package deal to offer.<br /><br /><img style="width: 226px; height: 300px;" src="data:image/jpeg;base64,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" alt="" /><br /><br />PORTABLE GENERATOR DEAL<br /><img style="width: 154px; height: 154px;" src="data:image/jpeg;base64,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" alt="" /><br />Did you loose power for days? Do you want an economical solution? If you answered yes to both questions then here it is.<br />You will get:<br />1- Generac 5500 watt gasoline only generator<br />1- 30a 120/240 outlet mounted outside<br />1- Generator cord 10' <span class="text_exposed_show">long<br />1- Panel mounted transfer switch (as in picture above)<br />Material<br />Labor<br />Installed<br /><br />FOR </span><span class="text_exposed_show">$1,625.00<br /><br />You will be able to run most of the house with this unit: Well, refrigerator, freezer, furnace and some outlets and receptacles.<br /><br />Don't be left in the dark again.</span><br /><br /><br /><img style="width: 123px; height: 92px;" src="data:image/jpeg;base64,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" alt="" /> I also offer a full line of Briggs and Stratton whole-house generators too. Which can be hooked up to either propane or natural gas. Generator sizes start at 7kw and go up from there.<br /><br /><span style="font-weight: bold;">Just in case you missed it</span> there was a nice article in the Northern Express about my company.<br />Here is a link to that <a href="http://www.blogger.com/www.northernexpress.com/michigan/article-5805-backup-power.html">article</a> . They did a great job on it. So take a look it. It's worth reading.<br /><br />Plus it's another option for backup in case of another power outage. All my customers that have solar /battery backup reported that their systems were running great. With little to no lifestyle change. Love happy customers.<br /><br />I'm gearing up for several solar installations coming up. So stay tune for pictures of those projects coming up soon.JDhttp://www.blogger.com/profile/00007995399507055537noreply@blogger.com0tag:blogger.com,1999:blog-4055246186503072959.post-60159793849331230242012-02-23T13:29:00.007-05:002012-02-23T14:33:11.740-05:00Update 2012So far this year started out with a couple of really good jobs. I have been teaming up with some of my competitors on some of their projects.<br /><br />The first one was a solar project in Gr<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-0_Gc39XIBuLqSHWqJL6MYgGM1P-d1rgErOTs36pBeqbjqVKZoN-QzpK2UG9eYTTJzk1Sng8AJ5iOy__1X8pl4g4fVjNBPsFHBF6xd4FwaDUr3SzVUNuASLjbHev5RoIPZCklXzv3yzMJ/s1600/407555_10150445762852143_59769692142_8981679_487488594_n.jpg"><img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 238px; height: 320px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-0_Gc39XIBuLqSHWqJL6MYgGM1P-d1rgErOTs36pBeqbjqVKZoN-QzpK2UG9eYTTJzk1Sng8AJ5iOy__1X8pl4g4fVjNBPsFHBF6xd4FwaDUr3SzVUNuASLjbHev5RoIPZCklXzv3yzMJ/s320/407555_10150445762852143_59769692142_8981679_487488594_n.jpg" alt="" id="BLOGGER_PHOTO_ID_5712401347514292258" border="0" /></a>elickville on E. Grandview Rd. It is a 12 panel system mounted on a pole. Here is a picture of that system and how big it is. It is a 2.58kw system with an average monthly production of 309kwh a month. I did not provided the equipment for this system but was the installer only.<br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFLfefhR6A4FMI6qQi4YEtfylnKII2gU5z3RuMlgej8HIZDCLPLr4teXlW2AYBeV_1QFfGhW-1q__Ew1FehOX6UkN2KlPua5TkrZA2IxuJU7F-Y33j7afPRBcIHVP7PgWSfxTm0Yy36U4y/s1600/IMG_1992.jpg"><img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 239px; height: 320px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFLfefhR6A4FMI6qQi4YEtfylnKII2gU5z3RuMlgej8HIZDCLPLr4teXlW2AYBeV_1QFfGhW-1q__Ew1FehOX6UkN2KlPua5TkrZA2IxuJU7F-Y33j7afPRBcIHVP7PgWSfxTm0Yy36U4y/s320/IMG_1992.jpg" alt="" id="BLOGGER_PHOTO_ID_5712408669697980018" border="0" /></a>The second big project was located out on the Old Mission Peninsula. There is a big windmill out near the end that you can see on Center Rd. out near the lighthouse. but you have to be looking for it.<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBrekTPO7sST233nTuSe88a49WB_-G4ZY2soIQaYbpl2ZEhmmJns59qxlxe9m9WHlgSKaTW1Rzs0b2K4D17NeDMT34DX1pAjUOxORWFmHKbgzZO3CFzHfR4_WN2_JcsyWKqkH0QKPWOMdf/s1600/IMG_2070.JPG"><img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 320px; height: 239px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBrekTPO7sST233nTuSe88a49WB_-G4ZY2soIQaYbpl2ZEhmmJns59qxlxe9m9WHlgSKaTW1Rzs0b2K4D17NeDMT34DX1pAjUOxORWFmHKbgzZO3CFzHfR4_WN2_JcsyWKqkH0QKPWOMdf/s320/IMG_2070.JPG" alt="" id="BLOGGER_PHOTO_ID_5712411052737355922" border="0" /></a><br />The interesting thing about this project is that it was off-grid and then they installed the grid onto the property.<br /><br /><br /><br />So what I had been hired to do is change it over to grid interactive so that the windmill, <a href="http://www.bergey.com/">Bergey</a>, can put the excess power back on the grid. But here is the kicker, there is 3 sources of power to deal with windmill, grid, and generator. Getting them to all interact together was one of the most complicated jobs to date. I used an <a href="http://www.outbackpower.com/products/sinewave_inverter/radian/">Outback Radian Inverter</a> . This inverter is what is called a hybrid inverter. It's Outbacks latest inverter. It's a 8000w battery charger and grid interactive inverter. Nice piece of equipment.<br /><br />Also for this year I have 2 up coming solar projects as a result of Consumers Energy Feed-in tariff. (EARP)<br /><br />One is a 20 panel system on the roof up in Northport and the other is 22 panel system on the roof on Crystal Lake in Beulah. So be watching for pictures about that soon.<br /><br />I have been getting lots of calls about off-grid systems. Just quoted a system on an island near here. I will be doing my first international install in Northern Canada next month. Customer here in Traverse City has hired me to come to his place and install solar panels to his house that he has off-grid. So be watching for pictures of that soon too.<br /><br />The best place to stay informed is on my is, <a href="http://www.facebook.com/jdstrattonelectric"> Facebook </a>. I update stuff several times a week on there. So go to that link and like my page.<br /><br />That's all the fun and exciting things happening here for now. So stay tune.JDhttp://www.blogger.com/profile/00007995399507055537noreply@blogger.com0tag:blogger.com,1999:blog-4055246186503072959.post-24114349789603521042012-01-24T08:44:00.006-05:002012-01-24T09:02:35.700-05:00Do I do off-grid systems?The other day someone brought to my attention that they were not sure if I do off-grid systems. The answer is yes I do. As a matter of fact I have been getting a lot of requests for just that type of system.<br /><br />I'm currently working with several people that currently live off- grid or are considering it. Yesterday I started a project that was off-grid and now is being converted over to be grid interactive. So I can go either way on systems.<br /><br />I have a system that I just finished a few weeks ago that was an AC coupled system with battery backup. The solar panels were grid interactive and the battery charging system interacted with that solar grid- tied system.<br /><br />There was a man in the area that has over 200+ systems that are off grid and those customers of his have been contacting me to either repair or replace parts of their systems.<br /><br />I personally will be taking about 60-70% of my house off-grid later this summer. I have been slowly collecting the parts I need to make this happen. I will be using solar at first to power my system. Later the following year I'll be installing a small wind system.<br /><br />So to answer your questions I am very capable of doing off-grid systems.JDhttp://www.blogger.com/profile/00007995399507055537noreply@blogger.com0tag:blogger.com,1999:blog-4055246186503072959.post-4029681155972854362011-12-22T19:29:00.004-05:002011-12-22T19:47:32.813-05:0020 days leftWe only have 20 days left to get that Consumers Energy Earp application turned in so that you can get excepted to participate in the feed-in tariff for solar power for residential only. So far I have one person planning on getting into the program.<br /><br />You will be paid .259¢ a kWh of electricity that is produced.<br /><br />Lets do the math:<br /><br />I'm going to use a 12 panel system mounted on the roof.<br />Cost installed $14,900.00<br /><br />30% Federal tax credit $4470.00<br /><br />System cost is $10,430.00<br /><br />System average production over a year around 300 kWh a month. $78 a month from the feed-in tariff. $936.00 a year.<br /><br />Now divide the total kWh dollar amount a year by the system cost after the Federal tax credit.<br /><br />Your system will be paid off in 11 to 12 years.<br /><br />Solar panels last 40 plus years. The panels and inverters that I use all have 25 year warranties.<br /><br />So what are you waiting for? Lets get you signed up and make it happen.JDhttp://www.blogger.com/profile/00007995399507055537noreply@blogger.com0tag:blogger.com,1999:blog-4055246186503072959.post-87672082922093531582011-11-20T15:55:00.005-05:002011-11-20T20:01:56.483-05:00Another Consumers Energy Feed-in Tariff coming soon!If you missed out on the last feed-in tariff you have another chance. Consumers Energy is going to start another residential program again first of next year or even by the end of this year. I was told that they could be excepting applications as soon as after the meeting in Grand Rapids on December 8th.<br /><br />One thing to keep in mind the application needs to be submitted right away. I am currently starting a list of people that have an interest in doing this kind of project. You can <a href="http://jdstrattonelectric.com/contact/contact.php">contact me</a> through my website. I was able to get three customers into the program last time, because we did their applications within that first week of being announced.<br /><br />I will be attending that meeting and should have more information to pass a long as soon as I get back that day. You can either find it here on this blog or my company <a href="http://www.facebook.com/jdstrattonelectric">Facebook page</a><br /><br />For more information about the Consumers Energy EARP here is a <a href="http://www.consumersenergy.com/content.aspx?id=4837">link to that website</a>.JDhttp://www.blogger.com/profile/00007995399507055537noreply@blogger.com0tag:blogger.com,1999:blog-4055246186503072959.post-84494020145804734522011-05-17T16:11:00.002-04:002011-05-17T16:51:16.396-04:00Second chance for a possible feed-in Tariff!Well if you missed out on the first Consumers Energy feed-in tariff. You may have a second chance to get in on it. Granted the tariff cost will be a lot less then the first time but still better then a sharp stick in the eye. <br /><br />The first time they were paying up to .62¢ a kWh for all the solar systems power that it produced. This time they will be paying up to 26¢ a kWh or low as .20¢ kWh for a solar systems power that it produces.<br /><a href="http://www.crainsdetroit.com/article/20110510/FREE/110519980#"><br />The Michigan Public Service Commission tells Consumers Energy to expand their solar program.</a> <br />Here is the article that I first saw about this programs possible expansion. <br /><br />The last time you had to apply to get into the program, which I am sure will be the same way again. Which it filled up fast, in less then two weeks time.<br /><br />Once you were approved for the amount of solar you were willing to install you then had a year to install it.<br /><br />The three customers that I had applied all got approved for the program. But I got their applications in right away.<br /><br />I know personally I will be installing an array on my Beulah property as soon as the program becomes available to do. <br /><br />I have a very reliable source that says it could be as soon as July. So if you are interested in having solar this would be a good time to make that happen. I am currently forming a list of people that would like to be contacted if and when this program becomes available. <br /><br />You can email me at <a href="mailto:jdstrattonelectric@gmail.com">jdstrattonelectric@gmail.com</a> or call me at (231) 715-1170 to get on that list. Don't wait because the program will fill up fast.JDhttp://www.blogger.com/profile/00007995399507055537noreply@blogger.com0tag:blogger.com,1999:blog-4055246186503072959.post-20553812982548857862011-01-17T20:29:00.009-05:002011-01-17T20:57:43.790-05:00What's new at J.D. Stratton Electric, Inc.?<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjucAmnGMfsZEbwsPXLwM3IBflh_3OXzzoKrbDgbok6LlGgRwUefn05m05XQk_aswbZS65u-NPWwmpFmO1s01JpwdX49-8PG3I4IDnN0NY-x3x_MTkrITGhUiFxsCcfoLAtQpRmYZEtUwMI/s1600/IMG_1257.JPG"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 239px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjucAmnGMfsZEbwsPXLwM3IBflh_3OXzzoKrbDgbok6LlGgRwUefn05m05XQk_aswbZS65u-NPWwmpFmO1s01JpwdX49-8PG3I4IDnN0NY-x3x_MTkrITGhUiFxsCcfoLAtQpRmYZEtUwMI/s320/IMG_1257.JPG" border="0" alt=""id="BLOGGER_PHOTO_ID_5563333225061131282" /></a><br />I would like to start by saying I have started the year off with a bang. On New Years day I started my first solar project for the year. Three days later it was finished. As soon as I have link to the Enphase site I will post a link. This is a 4kw system. It will produce about 430 kwh a month. I installed 18- Schott 225watt solar panels. I have a several more solar projects on the books for later this year. The owner of the house also is doing a <a href="http://turtlelakehouse.blogspot.com/">blog</a> about their experience as they build their LEED Platinum house. <br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7TIvSuZXWM1tfu1o6UQPN6qr0flAd9cvxMUbz6Mp3-k2Ljdk1XJAYeHCfpXwfawBWjhT9IgzOnkhaQfyZpjGavNSItyo6kPL2WJ0fEBWso48B_npwxzd5zqVnrRYd9zJOKRUYvN9pKawH/s1600/Briggs+%2526+Stratton.png"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 235px; height: 100px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7TIvSuZXWM1tfu1o6UQPN6qr0flAd9cvxMUbz6Mp3-k2Ljdk1XJAYeHCfpXwfawBWjhT9IgzOnkhaQfyZpjGavNSItyo6kPL2WJ0fEBWso48B_npwxzd5zqVnrRYd9zJOKRUYvN9pKawH/s320/Briggs+%2526+Stratton.png" border="0" alt=""id="BLOGGER_PHOTO_ID_5563335026274011778" /></a><br />I also now carry a full line of <a href="http://www.briggsandstratton.com/generators-pressure-washers/home-generator-systems.aspx">Briggs and Stratton</a> whole house gas powered generators. They have generators that start at 7kw and go up from there. So if you are always losing power at your home or business I now have a solution for that problem. I can do the whole install for you. Just call today for your free in home visit to find out what generator is right for you. Mention this blog and receive a free maintenance kit for your new generator purchase.<br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLCq1K0rIW_0U00ksQIoqu27b-8IPIUCwcGPEsyPT1DgjmVn10Hyb86M8nGnVTEJ0BT90BQSnvhNz5KY9ofPftgLnvinZm4PbthqUoI03IWS6XWtBc-7jUFWWdsvzx-m9prRAh1Jnm8MJr/s1600/Banner+Image+of+Evance+R9000.jpeg"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 106px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLCq1K0rIW_0U00ksQIoqu27b-8IPIUCwcGPEsyPT1DgjmVn10Hyb86M8nGnVTEJ0BT90BQSnvhNz5KY9ofPftgLnvinZm4PbthqUoI03IWS6XWtBc-7jUFWWdsvzx-m9prRAh1Jnm8MJr/s320/Banner+Image+of+Evance+R9000.jpeg" border="0" alt=""id="BLOGGER_PHOTO_ID_5563336187497319682" /></a><br /> I just found out today that I am now able to sell the <a href="http://www.evancewind.com/">Evance 5kw wind turbine</a>. This turbine will produce around 670kwh a month or 8095 kwh annually. This 5kw turbine is the size that most people, on average, need to power their homes. If you know of someone looking for a turbine this size have them give me a call. <br /><br />So as you can see there is a lot of great things happening around here for 2011 so far. If there is anything that you would like to talk about for your own personal home or business, give me a call. All estimates and visits are free. I would love to take to you today.JDhttp://www.blogger.com/profile/00007995399507055537noreply@blogger.com0tag:blogger.com,1999:blog-4055246186503072959.post-28246045057197346352010-12-08T13:57:00.011-05:002010-12-08T15:49:20.776-05:00Solar mounting systems pros and cons.I have been giving this a lot of thought lately about what is the best way to mount solar panels. Do you use the roof, a pole, or ground mount? So I thought I would lay out the pros and cons of each system. You can be the judge.<br /><br />Roof mount<br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghrmZJU14Awi_HHGa2blNmiIkcHwewJoFc8cL-22nmxf5geqFfBrOMgbpRaxtXckLpExAZmwsR7eRWawbTqUNa0vxn6RaLWl3BEGCd3l219HqFTaio7PxyECoHJsKGEPGUiD3NA0ZylI1J/s1600/IMG_1052.JPG"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 200px; height: 150px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghrmZJU14Awi_HHGa2blNmiIkcHwewJoFc8cL-22nmxf5geqFfBrOMgbpRaxtXckLpExAZmwsR7eRWawbTqUNa0vxn6RaLWl3BEGCd3l219HqFTaio7PxyECoHJsKGEPGUiD3NA0ZylI1J/s200/IMG_1052.JPG" border="0" alt=""id="BLOGGER_PHOTO_ID_5548412222006876834" /></a><br />Pros:<br />1. The roof keeps the panels out of the yard.<br />2. It's the cheapest way to install the panels.<br />3. Less likely to have to get a zoning permit.<br />4. Looks nice.<br /><br />Cons:<br />1. Reaching them to clean them.<br />2. They get hotter on the roof. Which heat is the enemy.<br />3. Harder to keep clean especially in the winter.<br />4. Harder to fix.<br />5. More dangerous to install.<br />6. Panels are at fixed angle.<br /><br />Pole Mount<br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjM8kaRY4VQPQs8WqZ_7c7_rl0ftGuTVjcG23jG4Bk07FD0nLOSjtdxKTqW8VCFtP_rNATvO5vz4eI7CZMVDw8sHBhf7GBh5H4OqfXe2lT3Dxj_5_HKVEJhZ_2Jc-zy3I5shTYHMN1p7Nig/s1600/IMG_0578.jpg"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 150px; height: 200px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjM8kaRY4VQPQs8WqZ_7c7_rl0ftGuTVjcG23jG4Bk07FD0nLOSjtdxKTqW8VCFtP_rNATvO5vz4eI7CZMVDw8sHBhf7GBh5H4OqfXe2lT3Dxj_5_HKVEJhZ_2Jc-zy3I5shTYHMN1p7Nig/s200/IMG_0578.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5548413790412943170" /></a><br />Pros:<br />1. Easier to work on.<br />2. Panels stay cooler.<br />3. Less snow build up.<br />4. Can change the angle of the panels.<br />5. You can use a tracker on it.<br /><br />Cons:<br />1. More work to install.<br />2. Cost more than a roof system.<br />3. Takes up a portion of the yard.<br /><br />Ground mount (very similar to pole with some exceptions)<br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeuQuOJExAOaSDdUX27fr4uOT2PU5s73KE0HkY97PrNESIdAbPpWHaJgb4mwxCr4cIw9fpp3Ua7Zm8I2J33pJR0bhUL2xNZr9fVXt8gBNA1i0sTkuibjNswFY-MA5KaMBqJ6d66wND2Yik/s1600/IMG_1172.JPG"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 200px; height: 150px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeuQuOJExAOaSDdUX27fr4uOT2PU5s73KE0HkY97PrNESIdAbPpWHaJgb4mwxCr4cIw9fpp3Ua7Zm8I2J33pJR0bhUL2xNZr9fVXt8gBNA1i0sTkuibjNswFY-MA5KaMBqJ6d66wND2Yik/s200/IMG_1172.JPG" border="0" alt=""id="BLOGGER_PHOTO_ID_5548414053966529186" /></a><br />Pros:<br />1. Easier to work on.<br />2. Panels stay cooler<br />3. Less snow build up.<br />4. Lower to the ground.<br /><br />Cons:<br />1. Cost more to install then pole mounted.<br />2. Uses more yard space then a pole.<br />3. Panels are fixed like a roof system.<br />4. Most labor intensive of all the mounting systems. <br /><br />Here are few examples of the pros and cons of the different solar mounting systems. I personally like using the pole mounted system. The panels work better, it's easier to install the equipment on and the way we install them it's a nice and clean installation. Most of the systems that I have installed currently are of this type. Some of the customers were questioning the installation before it went in. But once we were done they were happy with the look after it was done.<br /><br />For more information about renewably energy systems for your home I recommend subscribing to <a href="http://homepower.com/home/">Home Power Magazine</a>. This is a great resource of information.JDhttp://www.blogger.com/profile/00007995399507055537noreply@blogger.com2tag:blogger.com,1999:blog-4055246186503072959.post-16191294184145278632010-10-22T20:06:00.000-04:002010-10-22T20:07:12.523-04:00Living off the Grid is not right for everybody.It always seems when I turn around there is always an article in some newspaper about how some guy has been living off the grid for 20 years. I always think to myself that it is so cool. I would like to do that too. But then I get to thinking are you nuts.
<br />
<br />Now I am the type of person that could do that but I'll be straight up with you, I am freak-in lazy. Living off the grid takes major dedication. It is not for the average person. For example you need to have some kind of mechanical ability. Batteries have a lot maintenance issues and are very dangerous. They give off toxic gases that are not good for you.
<br />
<br />I know that if I lived of the grid and the first time the system failed and my wife couldn't get any water that would be the end of living off the grid. Beside off grid living is not for the poor. The stuff that is used to make this happen is very expensive.
<br />
<br />Now the average guy, which I am an average guy, on the other hand can still enjoy the benefits of being close to being off the grid without all that dangerous stuff and monkeying around with batteries.
<br />
<br />The first thing is you really need to take a good look at your power usage. You need to figure out how you can reduce to around 500- 600 kWh a month of power usage. That seems to be that magic number for an affordable system. <a href="http://jdstrattonelectric.blogspot.com/2010/02/have-you-had-your-energy-audit-yet.html">I blogged about this very issue awhile back.</a>
<br />
<br />Well how do I know what I use a month? I tell people that then need to get some type of monitoring system for your electricity usage. I really like the <a href="http://www.theenergydetective.com/">TED system<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://www.theenergydetective.com/media//Picture9.png"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 344px; height: 440px;" src="http://www.theenergydetective.com/media//Picture9.png" border="0" alt="" /></a>
<br />
<br />With this monitor you can dial your energy usage right in by the minute. Helping to obtain that desired power usage level.
<br />
<br />Next thing I would tell them get an energy audit done. This generally is a cheap way to find out where your energy is going. Once the auditor has come and done a report for you Then you can focus on fixing some of those energy issues.
<br />
<br />Once you got your energy usage under control then we can figure out a good renewable energy system size. By reducing it will save you thousands in a new system.
<br />
<br />After your new system is installed you can live virtually off the grid without all the hassles of being off grid.
<br />
<br />Now back to the guy off the grid, those guys are few and far between and generally are so far back in woods some where it doesn't make sense to be on the grid. If you are that person call me I can help you out with that off the grid system. JDhttp://www.blogger.com/profile/00007995399507055537noreply@blogger.com0tag:blogger.com,1999:blog-4055246186503072959.post-16433925664829195202010-08-19T08:03:00.010-04:002010-09-07T09:52:32.143-04:00I'm not just talking renewable energy. I'M DOING IT!!!Every since I started doing renewable energy people have asked me, "Jeff what do you have at your house?" For a long time I said nothing. But just this year I decided it was time to do something. Because if you are going to try and sell this stuff to others without doing it yourself, seemed kind of hypocritical. Why should I get you to buy a system from me if I don't do myself. If it such a great idea why not use it yourself. So I decided I was got to pull the trigger on a system for here. <br /><br />I really wanted a wind turbine at my home but because where I live that does not allow me to have one. So I decided to go with solar. By now I was not sure about this decision to go with solar, because I was like everyone else. Oh that won't work here because it is so cloudy all the time. But my first system in <a href="http://enlighten.enphaseenergy.com/public/systems/FUuJ2740">Glen Lake</a> changed my mind. It was working so well that I decided to go for it. Since that project I have done several others.<br /><br />Well two weeks ago I started with installing the roof mounted racking. This racking is on the West side of the garage, not the South side like typical installations are done. My ridge line runs North and South so I can only place them on the West or East side of the roof.<br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhUxl4QFn_amBbpbatFpjAS6GlV86uMstzzKwu9EqyCWEDv1O_jnVGM-oCk2Pw43Go_HVq9wm52fqV2Q5IO-MQvbxi5VnILggbTlUI5YZfRHxBAF14m085bAFrLHDhxKw_biQa0lHQirr0/s1600/IMG_0779.JPG"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 239px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhUxl4QFn_amBbpbatFpjAS6GlV86uMstzzKwu9EqyCWEDv1O_jnVGM-oCk2Pw43Go_HVq9wm52fqV2Q5IO-MQvbxi5VnILggbTlUI5YZfRHxBAF14m085bAFrLHDhxKw_biQa0lHQirr0/s320/IMG_0779.JPG" border="0" alt=""id="BLOGGER_PHOTO_ID_5507096944582090178" /></a><br />Once the racking was done I installed all the Enphase micro-inverters. <br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrKiH1WyFax3TbAuskcziPRzqb-YfSkC_TnjXl-Yv_OhFmWC8bqb8HqQxJWif6gfuIGf89Kh-FdRPAZnNmFynBj2t4YlieAefxD2iA2eeRO8Cwo228SChTBuXEUpkgI8vLUIDwPGDNniqi/s1600/IMG_0786.JPG"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 239px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrKiH1WyFax3TbAuskcziPRzqb-YfSkC_TnjXl-Yv_OhFmWC8bqb8HqQxJWif6gfuIGf89Kh-FdRPAZnNmFynBj2t4YlieAefxD2iA2eeRO8Cwo228SChTBuXEUpkgI8vLUIDwPGDNniqi/s320/IMG_0786.JPG" border="0" alt=""id="BLOGGER_PHOTO_ID_5508586707144600450" /></a><br />With the micro-inverters it allow each panel to work independent of the other panels. Which in case of a panel failing, that allows the system to continue to work. I also can monitor each panel individually. Also since I have some shades throughout the day this does not effect the whole system just that one panel. Here is<a href="http://enlighten.enphaseenergy.com/public/systems/3bpN6629"> a link to my system </a>that you can see throughout the day.<br /><br />The next day I installed the solar panels and connected all the panels to the inverters. <br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhBRBfsc8CsKwlTj6CBkPByzgPtt4JZ2io5fCxba9rZJsy0splI21NjaqqAnFq_pszJzlXuGGDsfr74ZGEkr-MI4-tJEfkitjufPi5qOZsF9-wGYhCS9MIJZ71raIBn3VSjvlzQj2sh2A3/s1600/IMG_0802.JPG"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 239px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhBRBfsc8CsKwlTj6CBkPByzgPtt4JZ2io5fCxba9rZJsy0splI21NjaqqAnFq_pszJzlXuGGDsfr74ZGEkr-MI4-tJEfkitjufPi5qOZsF9-wGYhCS9MIJZ71raIBn3VSjvlzQj2sh2A3/s320/IMG_0802.JPG" border="0" alt=""id="BLOGGER_PHOTO_ID_5514163120944109650" /></a><br /><br />Street view<br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiH-j7jxpPIcQNx5IFEIuL4jMs84K6U2aBEJGi5tQCF1Fa0yYNwm4680IL4pmJ4q1IcNIoVc3Ola4-om-4pmGs91cmFM-_9RE0IsIzfewK-Orud2cL73jG3TwAqfe_kMUUF_i4KzmT7xX6w/s1600/IMG_0800.JPG"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 239px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiH-j7jxpPIcQNx5IFEIuL4jMs84K6U2aBEJGi5tQCF1Fa0yYNwm4680IL4pmJ4q1IcNIoVc3Ola4-om-4pmGs91cmFM-_9RE0IsIzfewK-Orud2cL73jG3TwAqfe_kMUUF_i4KzmT7xX6w/s320/IMG_0800.JPG" border="0" alt=""id="BLOGGER_PHOTO_ID_5514168305571761506" /></a><br /><br /><br />Next Spring I am planning on installing 6 more panels on the East side of the garage roof. This will almost allow us to have a net zero everyday for electricity.<br /><br />I have been very pleased with the out come of my system so far. We have not recieved an electric bill yet. But since I monitor our house pretty closely with the <a href="http://www.theenergydetective.com/">TED</a> I know how well the system is working. We have actually had some very low days of kilowatt usage since the installation. I hope to have something up on my website soon to show how well the system interacts with my house and solar. So keep checking back from time to time. <br /><br />If this something you are interested in doing at your home or business feel free to give me a call with your questions or if you would like an estimate to install a system for yourself. We live solar everyday and we love it.JDhttp://www.blogger.com/profile/00007995399507055537noreply@blogger.com0tag:blogger.com,1999:blog-4055246186503072959.post-50088468983738529322010-05-20T07:22:00.005-04:002010-05-20T07:40:07.849-04:00It's been a little busy lately.I was talking to a customer the other day and he asked why I have not blogged in awhile. I told him that I have been a little busy lately and have not had time to do it.<br /><br />So I have a little time this morning to share a few things that I have been working on.<br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-0xjNyOcypdrUQ0UdmwKZ-7dGt1X-mDeLzD9ccv3ehLUn_sjpoL7f09gkREjFdlNGbDrif6pXaLg73zTdhjr-OAvYKRKHmEDfs89FHvPTrTWWOGK4oboeuJYeZmvOyqt2grXowYZPbcnA/s1600/IMG_0763.JPG"><img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 320px; height: 240px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-0xjNyOcypdrUQ0UdmwKZ-7dGt1X-mDeLzD9ccv3ehLUn_sjpoL7f09gkREjFdlNGbDrif6pXaLg73zTdhjr-OAvYKRKHmEDfs89FHvPTrTWWOGK4oboeuJYeZmvOyqt2grXowYZPbcnA/s320/IMG_0763.JPG" border="0" alt=""id="BLOGGER_PHOTO_ID_5473312160021857554" /></a><br /><br />I just finished up a 5kw solar system in the Kingsley area.<br />I am still battling with Consumer's Energy on how this is to be hooked up to the grid. Their diagram and the one that I submitted and was approved for, are not what they wanted. Now it looks like I have to redo the whole service.<br /><br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRmKWUqJmHIja57fUMMyHYzm-4bc2cGoNFvV41QYJb83f4hDi1cvZz31msmoh8SdmlK8KzzxLJ2H8lSWsJu8WsTM-Br8yPfWtYcufQygDGyqyVEzGg81nWTtRcWMCCtRtO7Cr2v4EQwzDl/s1600/IMG_0528.JPG"><img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 320px; height: 240px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRmKWUqJmHIja57fUMMyHYzm-4bc2cGoNFvV41QYJb83f4hDi1cvZz31msmoh8SdmlK8KzzxLJ2H8lSWsJu8WsTM-Br8yPfWtYcufQygDGyqyVEzGg81nWTtRcWMCCtRtO7Cr2v4EQwzDl/s320/IMG_0528.JPG" border="0" alt=""id="BLOGGER_PHOTO_ID_5473313705774953666" /></a><br />I also have started another solar project in the Midland area which is with Consumer's Energy also. Which I am sure that I will have the same problem there also. <br /><br /><br /><br /><br /><br /><br /><br />I have been giving out a lot of price on windmills and solar project. I have also been doing a lot of expos and shows. The next show will be August at the Buckley Old Engine Show.<br /><br />That's all I got for now I hope to have links up for these solar project in the near future.JDhttp://www.blogger.com/profile/00007995399507055537noreply@blogger.com0tag:blogger.com,1999:blog-4055246186503072959.post-41362480988200705332010-04-12T13:32:00.005-04:002010-04-12T14:53:45.750-04:00Car or renewable energy. Which is the better value?I just finished up the Habitat for Humanity Home and Garden Show here in Traverse City. I had a pretty steady flow the whole weekend. But the common theme seem to be "Boy that is expensive!"<br /><br />So I got to thinking about this statement. It has been something that I've wanted blog about for awhile. <br /><br />Lets take my truck, the one that I would use to bring material to your project. I am going to use rough numbers for this example when I compare the $16,500.00 solar package that I had listed for the show, which is still available for this price until the end of the month.<br /><br />I purchased a new 2005 Chevy Silverado 2500 HD it cost around $30000.00. I managed to pay it off in 3 1/2 years. But since then it still continues to cost me money, a lot of MONEY!!! I will be using 4 years for the example not 5 years because I have not owned it for 5 yet.<br /><br />Fuel: $ 20,800.00 ($100 to fill up average over 4 years)<br />Oil Changes: $990.00 ( I have 110000 miles and I change the oil every 5k miles)<br />Repairs $ 4000.00 (Brake job twice and a transmission replaced)<br />Tires: $1800.00 (3 set of tires every 30k miles)<br />Misc: $500.00<br />Insurance: $6000.00<br />Total $34,090.00 ( That does not include the truck and the interest that I paid for the loan.)<br /><br />Now this is not typical of someone that may have a car and this is just to illustrate how the solar package that I am currently offering is a great deal compared to a vehicle.<br /><br />But if I didn't have to have this vehicle I could have bought about 4 solar systems. Lasting me 20 plus years with little or no extra costs. Which would eliminate my electrical cost to the power company for years to come.<br /><br />If you do the math for a vehicle and how much it costs. Which people have no problem spending that kind of money. When in about 7 years they will turn around and buy another and start all over again with the cycle. <br /><br />So what sounds like a better value to you in the end?JDhttp://www.blogger.com/profile/00007995399507055537noreply@blogger.com0tag:blogger.com,1999:blog-4055246186503072959.post-55702915802220504142010-04-06T17:39:00.004-04:002010-04-06T18:16:32.144-04:00Wind or Solar what do you think is better?I blogged a while back about the pro and cons of <a href="http://jdstrattonelectric.blogspot.com/2009/09/pros-and-cons-of-wind-trubines.html">wind</a> and <a href="http://jdstrattonelectric.blogspot.com/2009/10/pro-and-cons-of-solar-power.html">solar.</a> I said I would write another blog about what is right for Michigan. Well I am not quite ready for that. But I am willing to show you some data that I have so far. <br /><br />I have two project that I installed in the area one is a 2.4kw wind turbine and one 2.1kw solar system. Each project has their issues. The wind turbine gets no Northeast or East wind. The solar panels have some shadowing from the trees that are near them. <br />As you can see the sources are about the same size, kilowatt rating and the both have some issues not making them perfect. <br /><br />Since the solar project has only been operational since January 16 of this year. It is not fair to make a quick judgement one way or another which is better just yet. I would like to see at least a years worth of data before I make the call which is better.<br /><br />But what I do have is some data from Jan 16 for both units and you are going to be surprised.<br /><br />The solar project since it has been installed has generated 421kWh since it was put into service.<br /><br />The wind project from the same date to present has generated 328kWh. <br /><br />The solar has out produced the wind by 93kWh or 22%. But keep in mind this has been a weird year so far especially for the month of March where we had a lot of sun which is very unusual for us. This is why I can not say one is better then the other yet. Once we have a years worth of data this will make it more true to life I believe. <br /><br />The one thing that I am seeing in the numbers is that the sun is more consistant where the wind is not. But there are days that the wind has out produced the solar by a lot. Something that the solar will not be able to do because the wind can blow for 24 hours straight where the sun can not shine for 24 hours.<br /><br />But stay tune I will keep you up to date as I get data throughout the next few months. You can follow the <a href="http://enlighten.enphaseenergy.com/public/systems/FUuJ2740">solar output here</a>.JDhttp://www.blogger.com/profile/00007995399507055537noreply@blogger.com3tag:blogger.com,1999:blog-4055246186503072959.post-45784719037011626742010-03-22T11:24:00.004-04:002010-03-22T12:27:09.418-04:00Why are there three blades on a windmill?Well some of you know that I was in Norman, Ok for training of the Bergey wind turbine. But I am now back and it was worth the trip to their company.<br /><br />There was a lot of discussions about all the various types of turbines available on the market. Everything from vertical turbines right on up to the different turbines with one blade on up to the old fashion Aeromotors. <br /><br />So because of these discussions that we had I am losing one of the turbines that I have in my line up. Let me go into more detail about why I am not going to use this particular turbine and various others.<br /><br />I am going to start with the vertical axis type first, like the Windspire for example. Bergey actually tried to make this type of turbine work back in the 70's and was unsuccessful because they could not get the rpm's needed to generate power. But what they did find out that they could get torque which works great for pumping water, not good for electricity making. Also the blades are in a constant battle with each other in the wind never achieving the rpm's needed without a lot of wind speed.<br /><br />Next is the one bladed machines. Which they are technically what you need to make a wind turbine generate a lot of power. But they are so lop sided that there is to much to go wrong. The other thing is you need a lot of wind to get it started. But once that happens it spins very fast and that's where things go wrong.<br /><br />Two bladed machines are the next better choice. Again they are plagued with their technical problems. The problem with them is the blades get teetering back and forth causing alot of strain on the blades and the hub bearing. As the blade passes the tower it causes the blade to unload the wind blowing against it. Because the wind has to move around the tower. So the bottom has less force and the top blade has all the wind's force causing this teetering effect on the blades.<br /><br />Three bladed is what turbine manufactures use because it is reliable and it helps get rid of some the other issues that other turbines with other blade configurations have. It is easier to balance the load on the hub with three blades. Like the two bladed turbines the three bladed turbines can counter act the teetering effect much better. Because there are always two blades in the wind. With the turbine being horizontal all the blades are in the wind at any given time not like the verticals which are not. <br /><br />Now on to the reasoning of why I have decided to drop one of the turbines that I currently have. It's because it is a multi-bladed turbine. Since it has more then three blades the turbine will actually slow down, producing less power but more torque. Just like the Aeromotors in the old pictures of farms with windmills that you see with a lot of blades. Those turbines were designed for more torque in less winds to pump water out of the ground. Not for speed to generate electricity like we are today with the new wind turbines. <br /><br />You may say just because I went to Bergey and they talked about these different blade styles. How are they correct? Well here is my take on that, they have been around thirty years and they are one of the very few left from the energy crisis back in the 70's. So to me that gives them a lot of credibility in my eyes. There are a lot of companies today that are trying to get rich quick and I'm not one of them. I believe you get what you pay for.<br /><br />My mission is, "To seek out the best turbine, producing the most power, that can be reliable, and at is most reasonably price possible." <br /><br />Stop back in the next few days and I will have more to say about my trip to Norman, OK and the Bergey product. I will also be talking about the turbine that is replacing the Skystream and Raum wind turbine too.JDhttp://www.blogger.com/profile/00007995399507055537noreply@blogger.com2tag:blogger.com,1999:blog-4055246186503072959.post-43841647157530152402010-03-06T10:50:00.002-05:002010-03-06T11:45:28.244-05:00WIN A SMART STRIP GAMEWin the Smart Strip Game:<br /><br />Here is how the game is going to be played. I am leaving town around March 14th, to go to Norman, OK for training on the Bergey wind turbine that I sell and on the way home I will be stopping in Freeport, IL to meet a wind turbine dealer that I know there that has installed the new wind turbine that I have been thinking about carrying. I will be posting some video of this turbine and also blogging about it when I get back to Traverse City.<br /><br /><br />The game is simple:<br /><br />1) You have to be a Fan on the J.D. Stratton Electric Facebook page to win. <br /><a href="http://www.facebook.com/pages/JD-Stratton-Electric-Inc/59769692142">http://www.facebook.com/pages/JD-Stratton-Electric-Inc/59769692142</a><br /><br />2) You will need a Twitter account to follow me at<a href=" http://twitter.com/JDSElectric"> http://twitter.com/JDSElectric</a> or go to my blog there is a Twitter feeder there you can use it to follow along too. <a href="http://jdstrattonelectric.blogspot.com/">http://jdstrattonelectric.blogspot.com/</a> I have my Twitter account linked to my Fan page, but to be safe I would do one of the other two items just in case.<br /><br />3) As I am going through different towns along the way I will tweet where I am in my trip. I will be driving to OK one way and to IL a different way. <br /><br />4) You will have to write the towns down each day, in order, as I tweeted them. When I reach Norman, OK, the first person to post on the JDSE Facebook page the towns in order will win the first Smart Strip for leg number one. <br /><br />5) I will be there for three days. Don't stop following because I'll be tweeting while there at the training at Bergey's facility. Once I leave there I will start the second part of the game and starting the tweeting again for that leg of the trip.<br /><br />6) Please pay attention there will be a bonus Smart Strip given away at some point through out my trip for one lucky person. Might be a question, something I posted, or even a video that I have up loaded.<br /><br />7) Once I've announced that I am back in Traverse City. The second person to post on the J.D. Stratton Electric Facebook Fan page will win the other Smart Strip for use at their home or business.<br /><br />8) Here's the catch! The winners of the Smart Strips have to give a testimonial on how well the strips have been working out for them after a month has past. Which I will post on my blog and website. You most be willing to do this to win.<br /><br />9) Only one Smart Strip per winner or household.<br /><br />Anyone can play along, so tell your friends and family members to signup to become a fan and to follow along. This should be a lot of fun!<br /><br />ALSO GOOD LUCK !!!JDhttp://www.blogger.com/profile/00007995399507055537noreply@blogger.com0tag:blogger.com,1999:blog-4055246186503072959.post-2827382717684009042010-03-06T09:35:00.008-05:002010-03-06T10:41:05.086-05:00Snake Oil Medicine Salesmen Coming to Your Neighborhood Soon.<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://stochasticgeometry.files.wordpress.com/2009/10/snakeoil.jpg?w=154&h=180"><img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 154px; height: 179px;" src="http://stochasticgeometry.files.wordpress.com/2009/10/snakeoil.jpg?w=154&h=180" border="0" alt="" /></a><br />I met with my neighbor last night to talk about a possible solar panel system for her house. She had gotten a quote from another guy that is trying to do the same thing as I am. The reason she had gotten a quote from another guy was because she thought that I only did wind turbines, but I don't. I started out to do solar first but just fell into the whole wind turbines by accident. <br /><br />But my question to her was is this guy even qualified to do something like this? The guy was a roofing salesman for a roofing company in Traverse City. How can a roofing company install solar panels without being a licensed electrical contractor is my question. That would be like me coming over to your house and trying to sell you shingles. I'M NOT QUALIFIED AND/OR LICENSED TO DO IT!!!!<br /><br />None the less I was able to beat their price by $6000, their price was for $25,000. I quoted her the a little bit smaller system (just .2kw difference) on a tracker. Which is better because it is off the roof and it moves to follow the sun giving her 25% more power. Their system mounted on the roof and faced to the West that's ok, BUT it really needs to be pointed South.<br /><br />So buyer beware of the Snake Oil Salesman coming to your door. There are somethings you need to be asking these guys:<br /><br />Solar installer questions:<br /><br />1. Are you a licensed Electrical Contractor or who do you use and are they licensed and insured?<br /><br />2. How many systems have they installed?<br /><br />3. Are you insured to do this type of work?<br /><br />4. Do you work with the power company?<br /><br />5. Do you handle all the permits? If they ask you to get them you need to say bye bye.<br /><br /><br />Wind turbine installer questions:<br /><br />1. Are you a licensed Electrical Contractor or who do you use and are they licensed and insured?<br /><br />2. Are you a licensed Building Contractor or who do you use and are they licensed and insured?<br /><br />3. Do you have a licensed Engineer that you use? Because wind turbines are a structure and when getting a building permit you need a stamped foundation drawing.<br /><br />4. How many wind turbines have you installed?<br /> <br />5. Are you insured to do this type of work?<br /><br />6. Do you work with the power company?<br /><br />7. Do you handle all the permits? The only permit that I do not get is the zoning permit, but will supply all the paper work needed to get that permit.<br /><br />These are some basic questions that you need to ask your potential renewable energy installer. This is a big investment and if it is not install correctly your going to waste a lot of hard earned money. <br /><br />So many times since I have started doing this type of work so many guys have since moved on. I know of three companies that all started about the same time as me and they have since disappeared. But I'm still here. I have since taken over one of the companies customers because he is not in business. <br /><br />My thing is not just the installation but it's the service after the sale. So many are about the sale and not coming back after the installation. I generally try and make two visits a year to all my installation that I have done because it is important to me that you are happy with the product you bought from me. So many of my customers have become good friends. <br /><br />So beware of the Snake Oil Medicine Salesmen, one day there here, the next day their gone, never to be seen again with your hard earned money.JDhttp://www.blogger.com/profile/00007995399507055537noreply@blogger.com1tag:blogger.com,1999:blog-4055246186503072959.post-86910873886138068042010-03-03T14:34:00.002-05:002010-03-03T14:59:21.545-05:00Words from the WomanGreetings from the inside! This is Andrea. I'm Jeff's wife, and the co-conspirator involved in these experiments. I have been teasing Jeff that "the other half" ought to have a chance to voice the impact that trying to be more energy conscious has had on me.<br />Jeff has graciously given me a moment on this forum, so....<br /><br />The LED lights weren't so great. Good idea - poor execution. Made our hallway look like an art museum. Not the look I need when heading for the bathroom at midnight!<br /><br />The CFL lightbulbs have taken some getting used to - but I love the energy savings. The first generation bulbs cast a brownish light, but these current ones warm up to a yellow, and offer plenty of light. They are even in our bedside lamps.<br /><br />Jeff put in a programmable thermostat (over my boisterous objection!) - but he's right. It does make a difference to have the thermostat set low during the day, and turn on before we get home. <br /><br />We've got smart strips in a few places in the house- the most efficient one is the one of the TV. Turn the TV off, and it turns off all the accessories (DVD, VHS, video games, whatever) - but leaves the chargers and the cable box on. Really cool - and makes me happy knowing that all that stuff is off.<br /><br />Last but absolutely NOT least - my favorite JDS purchase for the house: the little electric meter reader. This little gadget is about $100 - and one small piece is attached to your outside electric meter. The larger display is somewhere in your house - ours is in the kitchen. It's free standing, so you can put it wherever you want. This little gadget tell me how much energy is being pulled into the house at any given minute. You can change the read out to show kilowatt hours, or how much money is being spent at that moment. It has become a game I play - to see how low I can get the house while still enjoying life. Currently I can get down to 0.2-0.3 KW/hr while doing computer work, or watching TV, but still going about my life. It is surprsing to see it suddenly spike to 8 or 10 KW/hr - until you realize that you hear the furnace running, the refrigerator cycling, or some other high energy user. <br />If you have kids that are inconsistent about turning off lights or using too much water - try this gadget! Knowing how much you energy you are using is the first step in changing behaviors to get more efficient. <br /><br />Thanks to my host for letting me have this space. Let us know what you think as you try some of your energy ideas.JDhttp://www.blogger.com/profile/00007995399507055537noreply@blogger.com0tag:blogger.com,1999:blog-4055246186503072959.post-86594493986439969672010-02-24T09:46:00.006-05:002010-02-24T13:59:42.557-05:00LED bulbs at my home.Well the other day I was at the Home Depot here in TC and I was walking through the light bulb section. I noticed that they were now carrying LED bulbs. But the problem was they were very expensive, $30 - $50 each. So yesterday I was in Menard's and they had LED bulbs too and they were much cheaper, $14. So I purchased two and put them in the hall recessed can lights.<br />Currently we have compact fluorescent, CFLs, lights in all our recessed cans. But because I am trying to reduce my energy usage before I install solar, I am looking for additional ways to cut that energy usage. Keep in mind I am looking at a PAR 30 flood bulb which is typically used in recessed can lights.<br /><br />So after installing them in the hall we were very disappointed in how they were not very bright. They don't have the lumen s that the CFLs have. So I went to the <a href="http://www.feitelectric.com/">Feit's website</a> to try and find out how many lumen s the bulbs that I have purchased were. But they had nothing listed about them. Only that they were for <a href="http://www.feitelectric.com/feit_led_accent.html">accenting things</a>. Well that made since because of how dim they are. So I noticed that I should be using their <a href="http://www.feitelectric.com/feit_led_hiperformance.html">Performance LED bulbs.</a>Well here is the problem with using the Performance LED bulb, it uses 13 watts not any change in power usage between a CFLs which is the same wattage. So really there is no savings in changing the bulbs to LED. Until they get the wattage down then I will continue to use CFLs. I follow a company on Twitter and they make LED lamps in Pennsylvania and their bulbs were 14 watts, actually a little larger. I am going to take the bulbs back sense they really are not going to work in my application.<br /><br />But the positive side to the LEDs was they were instant on. There was no warm-up time like the CFLs. The LED's color wasn't that bad either. It was a typical bright white like some car lights. The bulbs that I have are 3 watts which is good for energy savings and they also had a 30000 hr rating that is a long time. But if you can not see what you are doing where is the savings. <br /><br />So after my little test over-night I am going to say wait before running right out to buy these LED bulbs. The technology has not caught up yet. If they are the same wattage as CFLs there is no energy savings.JDhttp://www.blogger.com/profile/00007995399507055537noreply@blogger.com1tag:blogger.com,1999:blog-4055246186503072959.post-55933795834755689772010-02-18T15:39:00.006-05:002010-02-22T11:39:44.941-05:00Not just talking about being "Green". But we're doing it.I have been pecking away at getting our house's energy cost under control. I want to get everyone up to speed. So far these are the items things that I have done.<br /><br />1) I did the light bulb thing. Changed at least 95% of our light fixtures now have CFLs in them. I was at Home Depot the other day and saw that they now have LED bulbs but they were at least $30 - $50 each not quite in my budget. But that will be the next item we will be using. I will give it a few more months and they will be cheaper.<br />2) We replaced all the windows except the two in the basement which we will probably have them done in the Spring.<br />3) I replaced all the toilets with <a href="http://www.dualflushkit.com/">Dual Flush</a> toilet flush controls. This serves to purposes first we cut down on water usage and second the well doesn't run as much saving power.<br />4) We had an energy audit done. Which once I am done with everything I will have him come back to do the inferred camera again. <br />5) I just went through the attic and foamed all the regular fixture boxes and exhaust fans. The recessed can lights I built foam boxes around them.<br />6) Installed a new attic hatch that I bought from <a href="http://advancedinsulationtc.com/">Advanced Insulation Systems</a> here in Traverse City. Which this alone made a huge difference.<br />7) I will be insulating the area above the shower which has little or no insulation.<br />8) I installed the new wires for the solar panels and then sealed up the chimney chase which was wide open all the way to the basement. <br />8) I will also be installing a new door coming in from the garage. Since the old one has a huge gap at the top.<br /><br />At this point I have only spent less then $650.00 if that, to get all this done, not counting the solar panels and windows. <br />Here is a list of costs:<br />Steel Door. $100.00<br />Insulation (roll and foam). $38.00<br />Insulated attic hatch cover. $200.00<br />Light bulbs. $100.00<br />Material to make the recessed can covers. $75.00<br />Toilet Dual Flush. $125.00 <br />My time and the willingness to make a better home for my family and help us save money. Priceless<br /> <br />So that is where I am at with this whole process. I have the solar panels in the garage ready to be mounted on the garage. Just waiting for the rack to show up. I also need to make some aluminium brackets to mount them on. Which I will be picking up the aluminium later today to do that. <br /><br />So I am excited that thing are moving along. I will keep blogging about this experience as I move along with this project.JDhttp://www.blogger.com/profile/00007995399507055537noreply@blogger.com0tag:blogger.com,1999:blog-4055246186503072959.post-64373595369387406632010-02-16T08:58:00.004-05:002010-02-16T11:35:47.087-05:00Important NewsAs of yesterday I have decided not to carry the Skystream anymore. The reason is the price continues to go up at least every three months and I believe for its size you are not getting your moneys worth. I have been finding out that most people need a wind turbine that is at least 3 to 5kw in size, not 2.4kw. I am not saying a system of this size will not work for some people, but I believe for the amount of money that you are spending you might as well go to a bigger wind turbine. If I get asked from someone that they would like one. I will be more than happy to install it for them. <br /><br />I do have a new wind turbine that I maybe using to take it place soon. But before I make that announcement I will be going to take a look at it in March. I will be visiting some sites with a dealer in Illinois that has installed 4 of them. I need to see how they are doing in really world situations. So stay tune I will have an update later at the end of March.JDhttp://www.blogger.com/profile/00007995399507055537noreply@blogger.com0