| 1. | This pole is moved down in frequency by the Miller effect.
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| 2. | These properties of the Miller effect are generalized in the Miller theorem.
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| 3. | The Miller effect may also be exploited to synthesize larger capacitors from smaller ones.
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| 4. | This will typically reduce the Miller effect and increase the bandwidth of the amplifier.
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| 5. | The input impedance of the circuit is almost zero because of the Miller effect.
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| 6. | The original Miller effect is implemented by capacitive impedance connected between the two nodes.
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| 7. | Miller theorem generalizes Miller effect as it implies arbitrary impedance Z connected between the nodes.
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| 8. | In analog amplifiers this curtailment of frequency response is a major implication of the Miller effect.
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| 9. | Frequency compensation for general purpose operational amplifiers and transistor Miller integrator are examples of useful usage of the Miller effect.
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| 10. | The bandwidth of the common-source amplifier tends to be low, due to high capacitance resulting from the Miller effect.
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