miller effect वाक्य
उदाहरण वाक्य
मोबाइल
- This pole is moved down in frequency by the Miller effect.
- These properties of the Miller effect are generalized in the Miller theorem.
- The Miller effect may also be exploited to synthesize larger capacitors from smaller ones.
- This will typically reduce the Miller effect and increase the bandwidth of the amplifier.
- The input impedance of the circuit is almost zero because of the Miller effect.
- The original Miller effect is implemented by capacitive impedance connected between the two nodes.
- Miller theorem generalizes Miller effect as it implies arbitrary impedance Z connected between the nodes.
- In analog amplifiers this curtailment of frequency response is a major implication of the Miller effect.
- Frequency compensation for general purpose operational amplifiers and transistor Miller integrator are examples of useful usage of the Miller effect.
- The bandwidth of the common-source amplifier tends to be low, due to high capacitance resulting from the Miller effect.
- Voltage can be amplified by a common gate transistor, which shows no miller effect and no unit gain frequency cut off.
- The emitter-coupled amplifier is compensated for temperature drifts, V BE is cancelled, and the Miller effect and transistor saturation are avoided.
- A phenomenon known as the Miller Effect causes the input capacitance of an amplifier to be the product of Cag and amplification factor of the valve.
- Because of the Miller effect a common source transistor acts as a capacitor ( non inverting ) at high frequencies and has an inverting transconductance at low frequencies.
- As most amplifiers are inverting ( A _ v as defined above is positive ), the effective capacitance at their inputs is increased due to the Miller effect.
- In the differential amplifier application, a large output resistance increases the difference-mode gain, a good thing, and a small mirror input resistance is desirable to avoid Miller effect.
- A well-known example of this is the Miller effect, in which an unavoidable feedback capacitance appears increased ( i . e . its impedance appears reduced ) by negative feedback.
- It may be observed as an undesired Miller effect in common-emitter, common-source and " common-cathode " amplifying stages where effective input capacitance is increased.
- Although the term " Miller effect " normally refers to capacitance, any impedance connected between the input and another node exhibiting gain can modify the amplifier input impedance via this effect.
- There is a close relationship between Miller theorem and Miller effect : the theorem may be considered as a generalization of the effect and the effect may be thought as of a special case of the theorem.
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