"sunway's sleek frameless solar panel"
http://blog.gogreensolar.com/2009/06/sunways-sleek-frameless-solar-...
A brief comment for discussion
only. Since the average systems size for residential would be approximately 4kW. Let's configure a residential systems using the Sunways, modules. The Sunways modules does not yet appear in the string sizing tools. Typically the reason for this would be the module would not yet be Underwriters Laboratories (UL) listed. So let's configure a system manually without the string sizers. Let configure a mid-size ground-mounted array with the Sunways modules. The module has a V(oc) at Open-circuit voltage V(oc) 36.9V. If we choose an SMA - 240V the maximum DC input voltage would be < 600V DCand we configure the string - panel - for a total of 14 modules. Therefore, 14 * 36.9V * 1.14 = ~588V (oc) for a lowest ambient temperature of approximately 14 degrees F in accordance to Table 690.7. Which results in a maximum voltage of < 600 V in the coldest temperature.
But if 2008 NEC, then "When open-circuit voltage temperature coefficients are supplied in the instructions for listed PV modules, they shall be used to calculate the maximum photovoltaic system voltage as required by 110.3(B) instead of using Table 690.7." The California Electrical Code 2007 uses NEC 2005. Nonetheless, let's calculate and use as a FPN to NEC 2005. As a result, the NEC 690.7 was used. But let's calculate in accordance to NEC 2008. The open-circuit voltage temperature coefficients would be Temperature coefficient (% / K) -0.37% There is a typographical error in the Technical Data and think it should be "V"(oc). The V(oc) would be 36.9V to be adjusted, for instance 14 degrees F or -10 degrees C which is approximately 35 degrees C from STC of 25 degrees C. At -0.37% * 35 = -12.95% from V(oc). Since as the temperature decreases, then voltage increase would be 36.9V * 12.95% would be an increase of 4.77V from V(oc) at STC would be 4.77V + 36.9V would be ~ 41.7V * 14 modules would be ~583 V(oc).
In both situations, 15 modules at 14 degrees F would be > 600V DC. However, if the ambient temperature were lowered to 5 degrees F would be a factor of 1.16 = ~599.24 V(oc) in accordance with 2005 NEC, and if 2008 NEC, then temperate change would be 40 degrees C. -0.37% * 40 = 14.8% = ~5.46 V + 36.9V = ~ 42.4 * 14 = 593 V(oc).
Therefore, 14 modules per photovoltaics source circuits - panels would be 2 panels * 14 modules would be 28 modules which is divisible by 4 for aesthetics - @ 4 modules per column. Based in the inverter efficiency curve would select and inverter base on 6580 STC Watts and the NOCT. Would not suggest decreasing the photovoltaic source circuits, with regards to Light Induced Degradation (LID) over time, and for hot climates. With a Temperature coefficient P(mp) (% / K) -0.48%, depending on the specific situation, a ground mounted array may have a INOCT cooler relative to the roof mounted array.
If the systems were available today, use Sunways Solar Module SM 215L at approximately $45,000 installed. As a result, would be 14 piers for 28 modules at 7 columns. The modules would be mounted landscape as the preference to reduce the maximum array height < 7 feet with regards to residential ordinances. Module size : (L x W x D) 1674 mm x 984 mm x 5 mm => The length of an array would be ~ 40 feet long and ~12 feet or less with the tilt at approximately 30 degrees. Although the setback, may be less, allowing for 10 feet on either side of the array and and 10 feet on the front and back, if California, would be 1920 square feet. Since, 70% of the yard area would remain free the requirements would be for, for instance, a backyard of approximately 6400 square feet.
Since there an area should remain free, then the distance from the array to the point of connection is another calculation based on NEC Chapter 9 Table 8 which has Conductor Properties for a Direct-Current Resistance at 75°C (167°F). Thee conduits would be underground in accordance to NEC 300.5 When the conductor temperature decreases, the resistance decreases and the power increase as I(mp) **2 * (R) resistance based on the distance and the NEC at ohm/ kFT for coated cable at stranding of 7. If the array is located at the far corner from the point of connect where the AC < DC distance and the inverter is at the point of connection in accordance with NEC 690.64 (B) and the voltage drop would be < 1% in accordance "ANSI-A range (nominal +5%, nominal, nominal -5%)" also by reducing the voltage drop the power increases for the AC side. On the DC side, let keep the power loss to ~2.5% and the voltage drop < 2% - may be agricultural building or < 3% branch circuits, feeders ... as an FPN to the NEC. Instead of locating the array and then measuring and calculating the conductors, let's determine the distance on let's say a #10AWG. There are other calculations based on NEC Table 310.16, 310.17, to minimize conductor size along with calculations for 75 degree C terminal, but increase power loss.
A #10AWG would be 1.29 ohm/ kFT. At a < 2.5% power loss 3290 watts STC would be, approximately 65 watts. 65 watts = I(mp)**2 * resistance. where I(mp) would be 8.03A => 65 watts/65 . With 2 photovoltaic source circuits - panels would be approximately < ~ 375 feet from the inverter. However, would locate the array much closer to the array to reduce power loss. With the modules in series reduces voltage drop and increases the distance from the inverter. If the modules were in parallel the power loss would increase as the square of the current at maximum power point (Mpp). For ground-mounted arrays NEC 690.5 "Exception No. 1: Ground-mounted or pole-mounted photovoltaic arrays with not more than two paralleled source circuits and with all dc source and dc output circuits isolated from buildings shall be permitted without groundfault protection." although, GFP, keeping the number of strings to 2, provided increased distance from the array to the inverter. As a result, best practices would have the inverter near the AC point of connection. Also, if Table 310.15(B)(2)(a) Adjustment Factors for More Than Three Current-Carrying Conductors in a Raceway or Cable.
Also on the DC side for FPN or administrative calculation for voltage drop at 2% would be NEC Chapter 9 Table 8 as V% * V(mp) * 1000 / 2 (d) * I(mp) => .02 * 14 * 29.3 V(mp) * 1000 / 2 (375 feet) * 8.03 I(mp) = ~ 1.36 ohm/ kFT for a 2% voltage drop. Since, a AWG #12 would be 2.05 ohm/ kFT and a AWG #10 would be 1.29 ohm/ kFT which is less than < 1.36 ohm /k FT.
Simple, a ground-mounted array 2 strings with 14 modules each for 28 modules, looks good too "which is a sleek black frame-less mono-crystalline solar panel " Reducing the leading edge height of the array may improve aesthetics for a ~ 30 degree tilt.
At gogreensolar.com we can talk about these topics immediately, as but one of the reasons why gogreensolar.com with the up-to-date topics to discuss. In addition, the emphasis of grogreensolar.com in small and midsize systems is yet another reason "helping you get started with green energy."
What do you think?