Photodiode (A-level only) — AQA A-Level Physics
Teaching note checked against the official specification.
A photodiode is a reverse-biased p-n junction diode that converts light energy into electrical energy by generating electron-hole pairs in its depletion layer. In AQA A-Level Physics, you must understand how the photoelectric effect at the junction produces a photocurrent proportional to light intensity, and how to calculate quantum efficiency and responsivity.
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Photodiode (A-level only) explained
Photodiode (A-level only) covers 3 specification points, including Characteristic curves and spectral response… and Use in photo-conductive mode as a detector in….
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Open a point below for its explanation and revision guidance.
Characteristic curves and spectral response curves.
A photodiode is a reverse-biased p-n junction. Its characteristic curve plots current against voltage for several fixed irradiances; in reverse bias the current is almost independent of voltage, so each irradiance gives a near-horizontal line whose magnitude is the photocurrent. Increasing irradiance shifts the curve downwards (larger reverse current). The spectral response curve plots responsivity, or photocurrent at fixed irradiance, against wavelength. It peaks where photon energy is just above the band gap, then falls at long wavelength once photons cannot free electrons, and falls at short wavelength as absorption occurs too near the surface. Comparing the two families of curves shows that bias voltage sets the operating point while wavelength and irradiance set the size of the response.
Use in photo-conductive mode as a detector in optical systems.
In photo-conductive mode the photodiode is reverse biased and its conductivity rises when light creates electron-hole pairs, so it acts as a light-controlled current source. A load resistor or transimpedance amplifier converts the photocurrent into a measurable voltage. The detector is chosen so its spectral response matches the source wavelength, for example a silicon photodiode for near-infrared or visible light and an indium gallium arsenide device for longer wavelengths. Response time depends on junction capacitance and load resistance, so a smaller load resistor gives a faster but smaller signal. Optical systems use this arrangement in fibre-optic receivers, barcode scanners, smoke detectors and light-beam intruder alarms, where the photocurrent must track rapid changes in light intensity.
Use with scintillator to detect atomic particles.
A photodiode converts light into an electrical signal. When coupled to a scintillator, it detects atomic particles indirectly: the scintillator absorbs particle energy and emits visible photons, which the photodiode converts into a photocurrent. The photodiode is reverse-biased so its depletion region is wide and the electric field is strong, giving fast response and linear output. The signal is small, so a transimpedance amplifier or comparator is used. This arrangement is used in particle detectors, medical imaging and radiation monitors. The photodiode does not detect the particle directly; it detects the scintillation light. The choice of scintillator and photodiode must match emission and sensitivity spectra.
Your focus
- Sketch and interpret characteristic curves of a photodiode for several irradiances.
- Sketch and interpret a spectral response curve and identify its peak wavelength.
- Explain the shape of both curves using photon energy, band gap and carrier generation.
Show all 9 objectives
- Describe how a reverse-biased photodiode produces a photocurrent in photo-conductive mode.
- Explain how a load resistor or amplifier converts that photocurrent into a usable voltage signal.
- Evaluate the suitability of a photodiode for a given optical system using spectral response and response time.
- Describe how a scintillator and photodiode together detect atomic particles indirectly.
- Explain the role of reverse bias in photodiode operation and photocurrent generation.
- Apply the principles of energy conversion and signal processing to a particle detection system.
Which command word is this?
In AQA A-Level Physics, 'explain' requires a detailed account of why a phenomenon occurs, using correct physics principles. For a photodiode, you must link reverse bias to depletion layer width, photon absorption to electron-hole pair creation, and internal electric field to charge separation, leading to a photocurrent.
Photodiode (A-level only) exam tips
Topic Overview
The photodiode is a semiconductor p-n junction device that converts light into electrical current. It is a key component in the AQA A-Level Physics specification, linking the photoelectric effect to practical applications such as light sensors, remote controls, and fibre-optic receivers. Understanding the photodiode requires knowledge of energy bands, the depletion layer, and the internal electric field.
In the wider subject, the photodiode exemplifies the particle nature of light and the quantisation of energy. It provides a concrete context for calculating photon energies, quantum efficiency, and responsivity, and it reinforces the concept that light intensity determines the rate of photon arrival, while wavelength determines whether the photoelectric effect can occur.
Key Concepts
- →A photodiode is a p-n junction diode operated in reverse bias, which creates a wide depletion layer with a strong internal electric field.
- →Photons with energy greater than the band gap energy (E = hc/λ > E_gap) are absorbed in the depletion layer, creating electron-hole pairs.
- →The internal electric field separates the electron-hole pairs, sweeping electrons to the n-side and holes to the p-side, producing a photocurrent.
- →The photocurrent is directly proportional to the intensity of incident light (for a given wavelength) because intensity determines the number of photons per second.
- →Quantum efficiency is the ratio of the number of electrons emitted to the number of photons incident, and responsivity is the ratio of photocurrent to incident optical power.
Marking Points
- States that a photodiode is operated in reverse bias, so the p-n junction has a wide depletion region and a strong internal field.
- Describes the characteristic curve as current against voltage for a set of constant irradiance values, with the reverse-bias region nearly flat.
- Explains that in reverse bias the photocurrent is limited by the rate at which photons generate electron-hole pairs, not by the applied voltage.
- States that increasing irradiance increases the number of electron-hole pairs per second and so increases the reverse photocurrent.
- Describes the spectral response curve as responsivity or photocurrent against wavelength at fixed irradiance and fixed reverse bias.
- Explains the long-wavelength cut-off in terms of photon energy falling below the energy needed to excite an electron across the band gap.
- Explains the short-wavelength fall in terms of strong absorption close to the surface, where carriers recombine before reaching the junction.
- Identifies the peak of the spectral response as the wavelength giving the best compromise between photon energy and penetration depth.
- States that photo-conductive mode uses reverse bias, giving a wide depletion region and a strong electric field across the junction.
- Explains that absorbed photons create electron-hole pairs, which are separated by the field and produce a photocurrent.
- Describes the photocurrent as approximately proportional to irradiance over the intended operating range.
- Explains that a load resistor or amplifier converts the photocurrent into a voltage that can be processed by the rest of the system.
- Relates the choice of detector material to the spectral response matching the wavelength of the optical source.
- Discusses response time in terms of junction capacitance and load resistance, noting the trade-off between speed and signal size.
- Applies the detector to a named optical system, such as a fibre-optic receiver, barcode reader or beam-break alarm.
- A scintillator absorbs energy from an incident atomic particle and re-emits visible or near-visible photons.
- A photodiode is a p-n junction operated in reverse bias, creating a wide depletion region and strong internal electric field.
- Photons entering the depletion region generate electron-hole pairs, producing a photocurrent proportional to light intensity.
- The photodiode signal is processed by external circuitry such as a transimpedance amplifier to produce a measurable voltage pulse.
- The scintillator and photodiode must be optically coupled and spectrally matched so emitted photons are efficiently detected.
- The system detects particles indirectly via scintillation light, not by direct charge collection from the particle.
Examiner Tips
- 💡Sketch both axes with quantity and unit, and label each characteristic curve with its irradiance value rather than leaving unlabelled lines.
- 💡When explaining a cut-off, name the band gap and compare photon energy with it, using E = hf or E = hc/λ as appropriate.
- 💡Link each feature of a curve to a physical process: generation rate for irradiance, photon energy and absorption depth for wavelength.
- 💡Name the mode explicitly and state the bias condition before describing how the photocurrent is produced.
- 💡Include a simple circuit diagram with the reverse bias supply, photodiode and load resistor, and mark the output voltage across the load.
- 💡When discussing speed, refer to the RC time constant of the junction capacitance and load resistance rather than giving a vague claim about fast response.
- 💡Describe the sequence clearly: particle energy → scintillator photons → photodiode electron-hole pairs → photocurrent → amplified voltage pulse.
- 💡State that the photodiode is reverse-biased and explain why this improves detection.
- 💡When comparing detectors, mention that the scintillator plus photodiode is indirect and may have lower energy resolution than direct semiconductor detectors.
- 💡Always state that the photodiode is reverse-biased and refer to the depletion layer and internal electric field when explaining its operation.
- 💡In calculations, show all steps: convert wavelength to metres, calculate photon energy, find number of photons per second, then use quantum efficiency to find photocurrent. Include units at every stage.
- 💡When explaining why a photocurrent is not produced, compare the photon energy to the band gap energy explicitly, and state that no electron-hole pairs are created.
Common Mistakes
- Treating the photodiode as forward biased: correct this by stating that the detector is reverse biased, so the dark current is small and the photocurrent is the dominant reverse current.
- Reading the flat reverse-bias region as a constant current for all irradiances: correct this by labelling each curve with its own irradiance and noting that higher irradiance gives a larger reverse current.
- Assuming the spectral response rises without limit as wavelength decreases: correct this by explaining that very short wavelengths are absorbed near the surface, so fewer carriers reach the junction.
- Confusing photo-conductive mode with photovoltaic mode: correct this by stating that photo-conductive mode uses reverse bias and an external supply, whereas photovoltaic mode uses no external bias.
- Assuming the output voltage is independent of the load resistor: correct this by using V = IR to show that the same photocurrent gives a larger voltage across a larger load resistance.
- Ignoring the wavelength match between source and detector: correct this by checking the spectral response curve and choosing a material whose peak response covers the source wavelength.
- Thinking the photodiode directly absorbs the atomic particle and produces current; correct understanding is that the scintillator converts particle energy to light first.
- Assuming the photodiode operates in forward bias; it must be reverse-biased to widen the depletion region and increase sensitivity.
- Ignoring spectral matching between scintillator emission and photodiode responsivity; poor matching reduces signal and may prevent detection.
- Students often think the photodiode is forward-biased. Correction: It must be reverse-biased to widen the depletion layer and create a strong internal electric field for efficient charge separation.
- Students confuse the photodiode with an LED or solar cell. Correction: An LED emits light when forward-biased; a solar cell generates power without an external bias; a photodiode requires reverse bias and produces a current proportional to light intensity.
- Students believe any wavelength of light will produce a photocurrent. Correction: The photon energy must exceed the band gap energy; otherwise, no electron-hole pairs are created, regardless of intensity.
Revision Plan
- 1Day 1-2: Review the structure of a p-n junction and the effect of reverse bias. Learn the definitions of depletion layer, internal electric field, and band gap energy.
- 2Day 3-4: Study the operation of the photodiode. Draw a diagram showing the p-n junction, depletion layer, and charge separation. Write a step-by-step explanation of how a photocurrent is generated.
- 3Day 5-6: Practice calculations involving photon energy, number of photons per second, quantum efficiency, and photocurrent. Use past paper questions from AQA A-Level Physics.
- 4Day 7-8: Learn the differences between photodiodes, LEDs, and solar cells. Create a comparison table to avoid confusion.
- 5Day 9-10: Complete a timed exam-style question on photodiodes, including a 6-mark explanation and a calculation. Review mark schemes to understand what examiners expect.
Exam Question Types
- 📋Explanation of operation (6 marks)
- 📋Calculation of photocurrent or quantum efficiency (4-5 marks)
- 📋Comparison with LED or solar cell (3-4 marks)
- 📋Graph analysis (e.g., I-V characteristics under illumination) (3-4 marks)
Command Word Expectations (AQA)
In AQA A-Level Physics, 'explain' requires a detailed account of why a phenomenon occurs, using correct physics principles. For a photodiode, you must link reverse bias to depletion layer width, photon absorption to electron-hole pair creation, and internal electric field to charge separation, leading to a photocurrent.
You must show all steps, substitute numerical values into correct equations, and give the final answer with appropriate units and significant figures. For photodiode calculations, this includes using E = hc/λ, N = P/E, and I = N_e x e, and possibly quantum efficiency.
You need to give a clear, factual account of the structure or process without necessarily explaining why. For example, 'describe the effect of increasing light intensity on the photocurrent' requires stating that the photocurrent increases proportionally, without detailed reasoning.
How Students Lose Marks (Examiner Pitfalls)
Step-by-Step Worked Solutions
Question: A photodiode is illuminated with light of wavelength 620 nm and intensity 3.0 W m^-2. The active area of the photodiode is 2.0 x 10^-6 m^2. The quantum efficiency of the photodiode at this wavelength is 0.85. Calculate the photocurrent produced. (h = 6.63 x 10^-34 J s, c = 3.00 x 10^8 m s^-1, e = 1.60 x 10^-19 C)
- 1.Step 1: Calculate the power incident on the photodiode. Power = intensity x area = 3.0 W m^-2 x 2.0 x 10^-6 m^2 = 6.0 x 10^-6 W.
- 2.Step 2: Calculate the energy of a single photon. E = hc/λ = (6.63 x 10^-34 J s x 3.00 x 10^8 m s^-1) / (620 x 10^-9 m) = 3.21 x 10^-19 J.
- 3.Step 3: Calculate the number of photons incident per second. N_photons = Power / E = (6.0 x 10^-6 W) / (3.21 x 10^-19 J) = 1.87 x 10^13 s^-1.
- 4.Step 4: Calculate the number of electrons emitted per second using quantum efficiency. N_electrons = efficiency x N_photons = 0.85 x 1.87 x 10^13 = 1.59 x 10^13 s^-1.
- 5.Step 5: Calculate the photocurrent. I = N_electrons x e = 1.59 x 10^13 s^-1 x 1.60 x 10^-19 C = 2.54 x 10^-6 A.
Question: Explain, in terms of the energy levels in a p-n junction, why a photodiode does not produce a photocurrent when illuminated with light of wavelength 1200 nm, but does when illuminated with light of wavelength 600 nm. The band gap energy of the semiconductor is 1.1 eV. (h = 6.63 x 10^-34 J s, c = 3.00 x 10^8 m s^-1, 1 eV = 1.60 x 10^-19 J)
- 1.Step 1: Calculate the photon energy for 1200 nm. E = hc/λ = (6.63 x 10^-34 x 3.00 x 10^8) / (1200 x 10^-9) = 1.66 x 10^-19 J. Convert to eV: 1.66 x 10^-19 / 1.60 x 10^-19 = 1.04 eV.
- 2.Step 2: Compare with band gap energy. 1.04 eV < 1.1 eV, so the photon energy is less than the band gap energy. Therefore, photons cannot excite electrons from the valence band to the conduction band, so no electron-hole pairs are created and no photocurrent flows.
- 3.Step 3: Calculate the photon energy for 600 nm. E = hc/λ = (6.63 x 10^-34 x 3.00 x 10^8) / (600 x 10^-9) = 3.32 x 10^-19 J. Convert to eV: 3.32 x 10^-19 / 1.60 x 10^-19 = 2.08 eV.
- 4.Step 4: Compare with band gap energy. 2.08 eV > 1.1 eV, so photons have sufficient energy to create electron-hole pairs. The internal electric field in the depletion layer separates the charge carriers, producing a photocurrent.