Power Electronics Circuits

For an ideal step-up chopper (boost converter) with an input voltage of 5 V and a switch duty cycle of 0.6, which of the following is the output voltage in continuous conduction mode?

  1. A3 V
  2. B8 V
  3. C12.5 V
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Answer: C. 12.5 V

The output voltage of an ideal boost converter is Vout = Vin/(1 − D). 5 V ÷ (1 − 0.6) = 5 ÷ 0.4 = 12.5 V. The formula follows from the balance of volt-seconds across the inductor, with Vin applied while the switch is on and (Vout − Vin) while it is off: Vin × D = (Vout − Vin) × (1 − D). The 3 V of D × Vin is the formula of the buck converter.

  • A. This is D × Vin, the buck-converter formula. The output of a boost converter is higher than its input.
  • B. This is (1 + D) × Vin, which is not the boost-converter formula.
  • C. Correct. 5 ÷ (1 − 0.6) = 12.5 V.
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  1. For an ideal buck-boost chopper (inverting buck-boost converter) with an input voltage of 12 V and a duty cycle of 0.6, which of the following is the magnitude of the output voltage in continuous conduction mode?
  2. Which of the following is the correct basis for deriving the ideal output voltage Vout = D × Vin of a buck converter?
  3. For an ideal buck converter with an input voltage of 12 V, an output voltage of 3 V, an inductance of 15 µH and a switching frequency of 300 kHz, which of the following is the peak-to-peak inductor ripple current in continuous conduction mode?
  4. Which of the following correctly describes continuous conduction mode (CCM) of a DC-DC converter?
  5. In an ideal buck converter (freewheeling through a diode) with an input voltage of 12 V, an output voltage of 3 V, an inductance of 15 µH and a switching frequency of 300 kHz, the load current is gradually reduced. Which of the following is the minimum output current that keeps continuous conduction mode (the boundary with discontinuous conduction mode)?

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