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Consider a PV module with the following parameters as measured at STC (Standard Testing Conditions):\(V_{oc}\) = 50 V;\(I_{sc}\) = 4.5 A;\(I_{mpp}\) = 4 A;\(V_{mpp}\) = 40 V;Efficiency = 18%.Suppose that under normal operation at STC conditions, the module is not connected to an MPPT device, and is instead directly connected to a purely resistive, variable load 'R'. The load R can be tuned to give a resistance between 0 to \(1\;k\Omega\). What value of resistance will you keep the load at, if you wish to derive maximum power from the PV module under STC conditions?

A. R = \(11.11\;\Omega\).
B. R = \(10\;\Omega\).
C. R = \(100\;\Omega\).
D. Irrespective of the value R takes, the module can never be made to deliver maximum power under ST

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A. R = \(11.11\;\Omega\). B. R = \(10\;\Omega\). C. R = \(100\;\Omega\). D. Irrespective of the value R takes, the module can never be made to deliver maximum power under ST

Which of the following mechanisms can be used in order to split a high energy photon in two (or more) lower energy photons?

If the coulombic efficiency of the battery is 95%, what is the roundtrip efficiency of storage in % for the battery? Assume the same voltaic efficiency as you calculated above. ______

A. R = \(11.11\;\Omega\).
B. R = \(10\;\Omega\).
C. R = \(100\;\Omega\).
D. Irrespective of the value R takes, the module can never be made to deliver maximum power under ST