13 Jul 2026

I-V Characteristics and Efficiency of a Solar Cell

practical pg-i solar-cell photovoltaic

Aim

To plot the illuminated I-V characteristic of a solar cell and determine its open-circuit voltage, short-circuit current, fill factor, and efficiency.

Apparatus

Solar cell, lamp, variable load, voltmeter, ammeter, and lux or irradiance meter.

Figure

Labelled solar-cell measurement arrangement
Constant illumination, solar cell, variable load, and electrical meters.

Theory

Photons with sufficient energy create electron-hole pairs in the semiconductor. The built-in field of the junction separates these carriers and produces a photocurrent. The useful output power is $P=VI$. If $V_{oc}$ and $I_{sc}$ are the intercepts and $(V_m,I_m)$ is the maximum-power point,

\[FF=\frac{V_mI_m}{V_{oc}I_{sc}},\qquad \eta=\frac{V_mI_m}{P_{in}}\times100.\]

Observations

Voltage (V) Current (mA) Power (mW)
0.00 82.0 0.0
0.20 75.0 15.0
0.40 61.0 24.4
0.55 42.0 23.1
0.65 0.0 0.0

Graph

Solar-cell illuminated current voltage graph
Illuminated I-V characteristic of the solar cell.

Result

$V_{oc}=0.65\,\text{V}$, $I_{sc}=82\,\text{mA}$, and the maximum power is approximately $24.4\,\text{mW}$. With incident power $P_{in}=0.20\,\text{W}$, $\eta=12.2\%$.

Viva Questions

  1. What is the photovoltaic effect? Generation of emf when light creates and separates charge carriers in a junction.
  2. What is fill factor? The ratio of maximum electrical power to $V_{oc}I_{sc}$.
  3. Why does current fall with load voltage? The load extracts the photogenerated carriers and changes the operating point.

Maxima Code

Download the Maxima calculation file.

© Rajesh Kumar, SKMU · Physics Lecture Notes · rajeshphy.github.io

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