Quantum Efficiency Formula:
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Quantum Efficiency (η) represents the probability that a photon incident on the photodetector will generate an electron-hole pair, leading to a photocurrent. It is a key parameter in characterizing the performance of photodetectors and other light-sensitive devices.
The calculator uses the Quantum Efficiency formula:
Where:
Explanation: The formula calculates the ratio of electrons generated to photons incident on the detector, providing a measure of the detector's efficiency in converting light to electrical signal.
Details: Quantum Efficiency is crucial for evaluating photodetector performance, optimizing optical systems, and comparing different detector technologies. Higher quantum efficiency indicates better light detection capability.
Tips: Enter the number of electrons collected and the number of incident photons. Both values must be positive numbers, with the number of photons greater than zero.
Q1: What is the range of quantum efficiency values?
A: Quantum efficiency typically ranges from 0 to 1 (or 0% to 100%), where 1 represents perfect conversion of every photon into an electron.
Q2: How does quantum efficiency relate to responsivity?
A: Responsivity (R) is related to quantum efficiency by the formula: R = (η·q·λ)/(h·c), where q is electron charge, λ is wavelength, h is Planck's constant, and c is light speed.
Q3: Can quantum efficiency exceed 1?
A: In conventional photodetectors, quantum efficiency cannot exceed 1. However, in avalanche photodiodes and other devices with internal gain, the effective quantum efficiency can appear greater than 1 due to multiplication effects.
Q4: How is quantum efficiency measured experimentally?
A: Quantum efficiency is typically measured by comparing the photocurrent generated by a known number of photons incident on the detector at a specific wavelength.
Q5: What factors affect quantum efficiency?
A: Quantum efficiency depends on wavelength, detector material, temperature, surface reflections, and the device's internal quantum efficiency.