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Solar PV Experiment – I-V Characteristics, Fill Factor and Efficiency Calculation

Aim of the Experiment

To plot the I-V (current-voltage) and P-V (power-voltage) characteristics of a solar photovoltaic (PV) panel and to determine short-circuit current (I_sc), open-circuit voltage (V_oc), maximum power point (P_max), and fill factor (FF).

Apparatus Required

  • Solar PV panel (monocrystalline or polycrystalline)
  • Variable resistance / electronic load (rheostat)
  • Ammeter (DC, 0–5A)
  • Voltmeter (DC, 0–25V)
  • Pyranometer (for solar irradiance measurement)
  • Connecting wires and light source (or outdoor sunlight)

Theory

A solar PV cell converts solar radiation into electrical energy using the photovoltaic effect. The I-V characteristic of a solar cell is described by the ideal diode equation:

I = I_ph − I_0 [exp(qV/nkT) − 1]

Where: I_ph = photocurrent (A), I_0 = diode saturation current (A), q = electron charge (1.6 × 10⁻¹⁹ C), n = ideality factor, k = Boltzmann constant, T = temperature (K).

Fill Factor: FF = P_max / (V_oc × I_sc) = (V_mp × I_mp) / (V_oc × I_sc)

Efficiency: η = P_max / (G × A_panel) × 100%

Where G is solar irradiance (W/m²) and A_panel is panel area (m²). A higher fill factor (typically 0.70–0.85 for good panels) indicates lower internal losses.

Procedure

  1. Connect the solar panel to the variable load resistor with ammeter in series and voltmeter in parallel.
  2. Expose the panel to sunlight or a constant light source. Note the solar irradiance G (W/m²) using a pyranometer.
  3. Start with maximum load resistance (open circuit limit) and record V_oc (current ≈ 0).
  4. Gradually reduce the resistance in steps and record corresponding voltage (V) and current (I) values.
  5. Continue until load resistance reaches minimum (short circuit limit) and record I_sc (voltage ≈ 0).
  6. Plot I vs. V to get the I-V curve. Plot P = I × V vs. V to get the P-V curve.
  7. Identify V_mp and I_mp at the maximum power point (peak of P-V curve).
  8. Calculate fill factor FF and efficiency η.

Observation Table

Sr. No.Resistance ΩVoltage V (V)Current I (A)Power P (W)
1∞ (OC)00
2
3
4
50 (SC)00

Result

V_oc = _______ V | I_sc = _______ A | P_max = _______ W at V_mp = _______ V, I_mp = _______ A | Fill Factor FF = _______ | Efficiency η = _______%. The I-V and P-V characteristics are plotted and the maximum power point is identified.

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Solar Cell I-V Characteristics, Detailed Theory and Calculations

Equivalent Circuit of a Solar Cell

A solar cell is modelled as a current source (I_ph = photocurrent, proportional to irradiance) in parallel with a diode (representing the p-n junction recombination current) and two resistances: shunt resistance R_sh (representing leakage current paths) and series resistance R_s (representing contact and bulk resistance).

Cell current equation: I = I_ph – I₀[exp(q(V + IR_s)/nkT) – 1] – (V + IR_s)/R_sh

where I₀ = dark saturation current, q = electron charge (1.6×10⁻¹⁹ C), n = ideality factor (1–2), k = Boltzmann constant (1.38×10⁻²³ J/K), T = temperature (K)

Key Parameters from I-V Curve

ParameterSymbolLocation on I-V CurveTypical Value (Si cell)
Short-circuit currentI_scV = 0 axis intercept5–10 A/m² per mW/cm²
Open-circuit voltageV_ocI = 0 axis intercept0.55–0.65 V
Maximum power point currentI_mpAt maximum P = IV≈ 0.9 × I_sc
Maximum power point voltageV_mpAt maximum P = IV≈ 0.8 × V_oc
Maximum powerP_maxI_mp × V_mpP_max area on curve

Fill Factor and Efficiency Calculations

Fill Factor (FF) = P_max / (V_oc × I_sc) = (V_mp × I_mp) / (V_oc × I_sc)

FF indicates how “rectangular” the I-V curve is. High quality cells: FF = 0.75–0.85; degraded cells: FF < 0.70

Efficiency η = P_max / (G × A_cell) × 100%

where G = solar irradiance (W/m²), A_cell = cell area (m²)

Effect of Irradiance and Temperature

  • Increasing irradiance: I_sc increases linearly; V_oc increases slightly (logarithmic); efficiency approximately constant
  • Increasing temperature: V_oc decreases (approx. -2 mV/°C for Si); I_sc increases slightly; net effect: efficiency decreases (approx. -0.4% per °C for Si)
  • Practical implication: Solar panels rated at STC (1000 W/m², 25°C) perform worse in hot climates, temperature correction is essential for real-world energy yield calculations

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