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In a 12 phase full wave rectifier if source frequency is 30 Hz, then the ripple frequency will be_____Hz
    Correct answer is '720'. Can you explain this answer?
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    In a 12 phase full wave rectifier if source frequency is 30 Hz, then t...
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    Ripple frequency = 2nf = 2 × 12 × 30 = 720 Hz 
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    Understanding Ripple Frequency in a 12 Phase Full Wave Rectifier
    To calculate the ripple frequency in a 12 phase full wave rectifier, we start with the basic principles of rectification and frequency multiplication.
    1. Source Frequency
    - The source frequency is given as 30 Hz.
    - This is the frequency of the alternating current (AC) input.
    2. Full Wave Rectification
    - In a full wave rectifier, the output frequency is doubled because it rectifies both halves of the AC waveform.
    - Therefore, for a single-phase full wave rectifier, the output frequency would be:
    - Output Frequency = 2 × Source Frequency
    3. Multi-Phase Rectification
    - For a multi-phase full wave rectifier, the ripple frequency increases with the number of phases.
    - In a 12 phase full wave rectifier, the output frequency is multiplied by the number of phases.
    4. Calculation of Ripple Frequency
    - For a 12 phase system:
    - Ripple Frequency = Number of Phases × Output Frequency
    - Substituting the values:
    - Output Frequency = 2 × 30 Hz = 60 Hz
    - Ripple Frequency = 12 × 60 Hz = 720 Hz
    5. Conclusion
    - Thus, the ripple frequency for a 12 phase full wave rectifier with a source frequency of 30 Hz is 720 Hz.
    This high ripple frequency is beneficial in applications where a smoother DC output is needed, minimizing the effects of ripple in the power supply.
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