Executive Summary 3
Acknowledgement 5
Table of Contents 7
Section 1 - Photovoltaic System Design 9
Determining Size of Photovoltaic Panel Array: 9
Determining Load Power Consumption: 9
Determining Solar Insolation Levels: 11
Sizing Battery Array 13
Wire Sizing and Connections: 15
Maximum Solar Power Output: 15
Inverter to Battery Wiring 17
DC-AC Inverter 18
Charge Controller 19
Conclusion 21
Section 2 - Power Management 22
Research 22
Voltage Measurements 23
Control Board 25
Power Management Board 26
Conclusion 26
Section 3 - Multi Seat System Hardware and Software 28
Thin Clients 32
Multiple-Motherboards 33
Multi-User 34
Testing/Conclusion 35
Section 4 - System Integration and Conclusion 36
Integration 36
Safety 37
Future Improvements: 38
Intelligent Monitoring 39
Conclusion: 42
Appendix 1 – Technical Roles and Responsibilities 44
Eric Tarkleson 44
Joshua Wong 46
Jakub Mazur 48
Ben Kershner 49
Appendix II - Schematics 50
Appendix III – Gantt Chart 52
52
Appendix IV - Nomenclature 53
Appendix V - References and Recommended Reading 54
Section 1 - Photovoltaic System Design
There are many types of solar systems but most can be categorized into a variation of the following: A “grid-tie” system where there are no batteries and the power grid provides back-up power. A hybrid “grid-tie” system where the power grid provides back-up for the solar panels and batteries act as a backup for the grid. In cases where there is no access to grid power an “off-grid” system is used, in which the battery bank stores and provides all the energy for the system without a backup. Since this is generally the case in under-developed areas this will be the system discussed here. There are also systems with generators as backups, they are comparable to “grid-tie” systems and will also be omitted from discussion here.
Determining Size of Photovoltaic Panel Array:
There are several steps involved in sizing the PV array, determining load power consumption, accounting for losses and dividing by solar insolation levels for deployment region.
Determining Load Power Consumption:
The first step is to determine how much power the total system load will draw. Power is measured in Watts:
P = V ∗ I (Joule’s Law)
However, the power rating is more useful when looked at in terms of time, this is indeed how electric companies charge consumers. For example a 200Watt light bulb running for 24 hours uses 4.8 KWh.
200Watts ∗ 24hrs = 4800 Watt-Hours or 4.8 KWh
A list of all devices connected to the system should be made with their appropriate power draw available from specifications sheets or better yet, actual measurements.
Component
|
Power (Watts)
|
Lenovo S10 (Idle)
|
91
|
Lenovo S10 (Full Processor + Hard Drive)
|
116.76
|
Lenovo S10 (30% Duty Cycle)
|
98.73
|
Satellite Router (Idle)
|
53.8
|
Satellite Router (Busy)
|
72.5
|
Est. Typ. Satellite (30% Duty Cycle)
|
59.41
|
17” LCD Screen x 4
|
(20*4) = 80
|
Total
|
238.14 Watts
|
Figure 2 - Power measurements on 11/11/2008. Note: Headsets, Keyboards & Mice are currently not included in calculations because the team is not in possession of them and their power consumption should be minimal.
Since these devices are designed to plug into AC power, a DC-AC power inverter is needed. The power inverter ideally operates at 90% efficiency. Therefore the maximum inverter draw from batteries is:
238 Watts / 0.90 = 264.60 Watts
This system power draw is then multiplied by the amount of hours per day that it will operate.
264.60 Watts ∗ 8hrs/day = 2116.80 Watt Hrs/day
To compensate for system losses during battery charge/discharge cycles the total system power consumption is multiplied by a 20% compensation factor (Sunwize).
2115.52 Watt Hrs/day ∗ 1.2 = 2540.16 Watt Hrs/day
Determining Solar Insolation Levels:
In order to determine a good approximation of how much power the PV panels will output, solar insolation levels need to be considered. Solar insolation is the amount of incoming solar radiation incident on a surface, for PV applications the surface of interest is the earth’s surface. The values of solar insolation are commonly expressed in kWh/m2/day, which is the amount of solar energy that strikes a square meter of the earth's surface in a single day. This is commonly referred to as a “Sun-Hour-Day”. The amount of insolation received at the surface of the Earth is controlled by the angle of the sun, the state of the atmosphere, altitude, and geographic location.
Figure 3 - World insulation levels.
This map divides the world into six solar performance regions based on winter peak sun hours.
It is important to keep this in mind when designing the system because as seen below in Figure 4, during the winter you have a much smaller ‘Solar Window’. Worst case scenarios should be calculated as it is better to have extra energy in the summer than not enough in the winter. Therefore the “Sun-Hour-Day” values for December (since December days are shortest) are generally used.
Figure 4 - Sun path chart.
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)
Figure 5 - Hankins.
Solar Insolation Levels for Arusha, the prototype deployment area, are seen below in Figure 5.
The compensated total power consumption per day value calculated above is then divided by the solar insolation values for given deployment region to determine minimum PV panel array power output requirement:
2540.16 Watt Hrs/day / 5.5 = 461.84 Watts
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