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Calculate the difference in profit (Aprofit) between the case of CC1 and CC2 ( Aprofit = profitcci – profitcc2). Give the answer in [$]. MMMM DC Disconnector A V (A A Charge Controller V V DC Load 12V Battery

Calculate the difference in profit (Aprofit) between the case of CC1 and CC2 ( Aprofit = profitcci – profitcc2). Give the answer in [$]. MMMM DC Disconnector A V (A A Charge Controller V V DC Load 12V Battery

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Please write me a detailed answer in the following question. The answer (175 dollars) is incorrect

Thank you in advance.

Calculate the difference in profit (Aprofit) between the case of CC1 and CC2 ( Aprofit = profitcci – profitcc2). Give the answer in [$]. MMMM DC Disconnector A V (A A Charge Controller V V DC Load 12V Battery
Transcribed Image Text:Calculate the difference in profit (Aprofit) between the case of CC1 and CC2 ( Aprofit = profitcci – profitcc2). Give the answer in [$]. MMMM DC Disconnector A V (A A Charge Controller V V DC Load 12V Battery
Consider the setup as depicted in the figure below. We can choose between two different charge controllers: CC1 and CC2. CC1 does not have a MPPT, while CC2 does have a MPPT. However, CC2 is more expensive than CC1. We want to perform an approximate economic analysis to justify which CC we should buy. Consider the following assumptions for the economic analysis: - The average lifetime of both CCs is 20 years. - The average price of electricity is $0.20/kWh throughout the lifetime of the CC. - The PV system is used in the configuration as shown in the figure below. - The PV modules are operational for 4 hours per day throughout the year (1 year = 365 days). - We approximate that the power generated by the modules depends linearly on the voltage applied to them by the CC. - The maximum power point per module is: Pmpp = 10 [W]. - The voltage at maximum power point per module is: Vmpp - The battery operates at a voltage of: Vhat = 12 [V]. - The setup contains 4 modules connected in parallel. - CC1 costs: $100 (without MPPT) - cc2 costs: $275 (with MPPT) - The other system components are not taken into account in the economic analysis. 16 [V]. %3D - The discount rate is not taken into account.
Transcribed Image Text:Consider the setup as depicted in the figure below. We can choose between two different charge controllers: CC1 and CC2. CC1 does not have a MPPT, while CC2 does have a MPPT. However, CC2 is more expensive than CC1. We want to perform an approximate economic analysis to justify which CC we should buy. Consider the following assumptions for the economic analysis: - The average lifetime of both CCs is 20 years. - The average price of electricity is $0.20/kWh throughout the lifetime of the CC. - The PV system is used in the configuration as shown in the figure below. - The PV modules are operational for 4 hours per day throughout the year (1 year = 365 days). - We approximate that the power generated by the modules depends linearly on the voltage applied to them by the CC. - The maximum power point per module is: Pmpp = 10 [W]. - The voltage at maximum power point per module is: Vmpp - The battery operates at a voltage of: Vhat = 12 [V]. - The setup contains 4 modules connected in parallel. - CC1 costs: $100 (without MPPT) - cc2 costs: $275 (with MPPT) - The other system components are not taken into account in the economic analysis. 16 [V]. %3D - The discount rate is not taken into account.
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