Chapter 11 Flashcards

1
Q

Why there is a lower voltage swing at the output

A

Capacitor on output steals some of the signal current and shunts it to ground

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2
Q

Inductance

A

Ls

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3
Q

Capacitance

A

1/Cs

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4
Q

If s=0, then H(s) is

A

DC gain or Ao

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5
Q

Narrow bandwidth

A

Sluggish time response

Noise/fuzziness since it cannot rapidly jump from low to high and spends time in intermediate levels

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6
Q

Bode’s Rules

A

As w passes each pole frequency, the slope decreases by 20dB/dec

As w passes each zero frequency, the slope increases by 20dB/dec

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7
Q

Miller multiplication

A

Capacitor tied between input and output of an inverting amplifier with a gain of Ao raises the input capacitance by (1+Ao)C

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8
Q

Capacitors reduce gain when

A

High frequencies - Low pass

Low frequencies - high pass

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9
Q

Cb

A

To change the collector current, must change the base charge profile by injecting or removing electrons or holes
- non-uniform charge profile so that charge flow from BE to CB junction by diffusion (similar to charging and discharging of capacitor)

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10
Q

Cje

A

BE junction

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11
Q

Cmu

A

BC junction

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12
Q

Ccs

A

Collector-substrate

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13
Q

Cpi

A

Total BE junction

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14
Q

Prominent high frequency capacitor in MOSFETs

A

Due to oxide layer (capacitance between gate and channel Cgs + Cgd)

Between S and Bulk (Csb)

Between D and bulk (Cdb)

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15
Q

MOSFET overlap capacitance

A

Cgs

Cgd

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16
Q

Transit frequency

A

Internal H.F. Capacitors limit the operation model speed of transistors

At high operating speed, H.F. Caps are dominant

Measure of this speed is transit frequency

17
Q

Ft

A

The frequency at which small signal current gain falls to unity

18
Q

To calculate transit frequency

A

Inject sinusoidal current into base/gate

Measure resulting collector/drain current

Repeat while frequency increases

Red flag is circuits operating frequency greater than transit frequency

19
Q

Steps to find transfer function

A
  1. Add internal capacitance to schematic
  2. Assume band pass response
  3. Low frequency
    - open H.F. Caps, leave L.F. Caps as is
    - if signal path method applies, list these poles
    - if not, use KVL
  4. High Frequency
    - short L.F. Caps, include H.F. Caps
    - May have to use miller transformation to remove feedback caps
  5. Mid-band or pass-band gain
    - open H.F. caps
    - short L.F. caps
    - apply Biasing techniques to find DC gain per circuit configuration
  6. Form the transfer function
20
Q

Low pass Characteristics

A

DC gain

21
Q

Band-pass Characteristics

A

Passband gain

22
Q

DC gain

A

Found by opening all caps

23
Q

Passband gain

A

Open H.F. caps, short L.F. caps

24
Q

High frequency response on cb/Cgd stages

A

Low input impedance (1/gm)

Does not suffer from miller effect

25
Q

Frequency response of cascode

A

CE/CS has high input impedance but suffers from miller transformation

CB/CG has no feedback caps but the impedance is low

Cascodes obtain high input impedance with little or no effect from miller transformation