Optimum photovoltaic panel inclination

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Discussion Overview

The discussion focuses on determining the optimum inclination angle for photovoltaic (PV) panels, particularly in relation to geographic location (northern vs. southern hemisphere) and the calculation of radiation received by these panels based on global, direct, and diffuse radiation. Participants explore various methods and tools for these calculations, as well as considerations for different operational goals.

Discussion Character

  • Exploratory
  • Technical explanation
  • Debate/contested
  • Mathematical reasoning

Main Points Raised

  • Some participants suggest using tools like the PV Watts calculator to determine optimal panel inclination, proposing a rule of thumb to set the angle equal to the latitude of the installation site.
  • One participant questions whether the calculations for optimal inclination differ between the northern and southern hemispheres, specifically regarding the orientation of panels facing north in the southern hemisphere.
  • Another participant notes that the optimal tilt angle may vary depending on the specific energy collection goals, such as maximizing average yearly energy versus optimizing for minimum power output during winter.
  • There is mention of a specific example involving a PV-powered stoplight in Houston, Texas, with a suggested panel angle of 50-60 degrees.
  • Participants discuss the impact of shading on energy output, indicating that shading does not reduce power output linearly and may affect different cells within a panel differently.
  • A firm is mentioned that claims to have developed a method to reduce losses due to shading by altering the wiring of PV cells, although this technology is still in development.

Areas of Agreement / Disagreement

Participants express differing views on the optimal inclination angle for PV panels, particularly regarding the influence of geographic location and specific energy goals. There is no consensus on a single approach or calculation method, and the discussion remains unresolved.

Contextual Notes

Limitations include the dependence on local geographic factors, the specific energy needs of the installation, and the potential variability in shading effects on energy output, which are not fully resolved in the discussion.

Who May Find This Useful

Individuals interested in solar energy installation, engineers working on photovoltaic systems, and researchers studying solar panel efficiency may find this discussion relevant.

A87
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Hi

Does anyone know any good reading sources that help with the following calculations:

1) find the optimum photovoltaic inclination from the horizontal
2) find the radiation for this pv panel when you know what the global, direct and diffuse radiation is

Thanks
 
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A87 said:
Hi

Does anyone know any good reading sources that help with the following calculations:

1) find the optimum photovoltaic inclination from the horizontal
2) find the radiation for this pv panel when you know what the global, direct and diffuse radiation is

Thanks

I googled your term: optimum photovoltaic inclination, and got lots of good hits. Google is your friend...

http://www.google.com/search?source...US301US302&q=optimum+photovoltaic+inclination

.
 
Thanks

What I meant to ask was are the calculations the same when you are installing in the southern hemisphere and thus the panels face north.

Apologies for the confusion
 
In order to determine the optimal inclination for PV panels, probably the easiest way to determine it is to use PV Watts tool which can be found at the following link: <http://rredc.nrel.gov/solar/calculators/PVWATTS/version1/>. An easy rule of thumb is to incline the PV panels to match the latitude of the location where PV will be installed.

For example, in NJ, the ideal inclination is 40.7 degrees, equivalent to the latitude. It should not matter whether you are in the northern or southern hemisphere as far as inclination is concerned so long as PV panels are facing the right orientation.

To calculate the production of a solar system, you can use the following formula:

(AC Rating of the system x Hours of Peak Sunlight x Design Factor x 365) / 1000.

For example, 399.5kwDC system with 342.394kwAC will be calculated as follows:

(342,393.60 x 4.3 x 85% x 365) / 1000 = 456,779 kwh.
 
1) The answer is somewhat dependent on your requirement.

Yes tilt at latitude if the panel inclination angle must be fixed, *and* if the desired goal is specifically to maximize average yearly energy collection. However, if the goal is to maximize the minimum power output, which may be the case for a remote sensor powered by PV and the like, then the angle should be much higher to optimize collection for the winter sun (and also to aide in shedding snow or debris cover) at the cost of lost but unnecessary energy in the summer.

Here for example is a PV powered stoplight (supposedly required only in the day) in Houston, Tx, latitude ~30N. I'd guess this panel is mounted 50-60 deg.
7341-2.jpg

If the panel angle can change, then through out the year the angle should be:

[PLAIN]http://www.pvresources.com/images/location/tiltangle.png

2) See NREL's monthly/yearly data http://rredc.nrel.gov/solar/pubs/redbook/" : fixed plate tilted at latitude - 6.5 kWh/M^2/day annual average, minimum 5.9, maximum 6.7. Two axis tracker - 8.9 kWh/M^2/day annual average (370W/M^2 daily average power).

Note that if you have known shading figures (i.e. trees or other obstruction) for your location, for most existing panel designs shading won't translate linearly to reduced electric power output. That is, because of the way in which most all cell designs are wired together, a shading of (say) 25% of a panel's area might cause a reduction in electrical power output in 50% of the PV cells on the panel.
 
Last edited by a moderator:
This firm claims to have found a way to limit the losses due to shading by changing the way the cells are wired together. Might a few years before coming to market.
http://mobile.technologyreview.com/energy/37481/
 

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