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The bandwidth of a photodetector is defined as :

  • A.\([2\pi(\tau_{tr} + \tau_{RC})] - 1\)
  • B.\([2\pi(\tau_{tr} + \tau_{RC})]^{-1}\)
  • C.\(2\pi(\tau_{tr} + \tau_{RC})\)
  • D.\((2\pi(\tau_{tr} + \tau_{RC}) + 1)^{-1}\)

Answer: B

The bandwidth is \([2\pi(\tau_{tr} + \tau_{RC})]^{-1}\).

The response speed of a photodetector is limited by the transit time of carriers across the depletion region, \(\tau_{tr}\), and by the RC time constant of the diode capacitance and load, \(\tau_{RC}\). Treating their sum as a single time constant gives a first-order cut-off frequency

\[ B = \frac{1}{2\pi(\tau_{tr} + \tau_{RC})} \]

The other options are not a frequency: one subtracts 1 from a time, one is the time constant itself, and one adds a dimensionless 1 to a time before inverting.

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