Mind map
Frequency Response
Map content
Frequency Response
Gain Response
- Bandwidth
- BW = f(H) - f(L)
- diff between high power frequencies
- find A(max)
- use eqn to find A
- read off graph
- use eqn to find A
- BW = f(H) - f(L)
- Bandwidth
Bode-gain plot
- gain vs log(f)
- 20log(A) vs log(f)
- measures
- frequencies
- decade
- f(2) = 10 f(1)
- octave
- f(2) = 2 f(1)
- decade
- gain
- decibels (dB)
- A(dB)
- 20log(A)
- A(dB)
- decibels (dB)
- frequencies
- f(H) & f(L)
- @ A(dB) = A(dBmax) - 3dB
- gain vs log(f)
Low frequency response
- capacitor reactance, X(c)
- 1 / 2πfC
- = 1 / ωC
- decreases as f increases
- 1 / 2πfC
- capacitor reactance, X(c)
f = 1 / 2πRC
Low pass filter
- passive
- 1st order
- roll-off of 20dB/dec
- max gain
- = 1
- max gain
- roll-off of 20dB/dec
- 1st order
- active
- low frequency
- "open circuit"
- R no effect on gain
- "open circuit"
- BW & cut-off frequency
- still determined by R & C
- 20dB/dec roll-off
- low frequency
- passive
AC
- capacitor
- high frequency
- low impedance
- "short circuit"
- V(o) = V(i)
- A = 1
- V(o) = V(i)
- "short circuit"
- low impedance
- low frequency
- high impedance
- "open circuit"
- V(o) = 0
- "open circuit"
- high impedance
- high frequency
- capacitor
High pass filter
- active
- 1st order
- low freq
- "open"
- zero output
- "open"
- high freq
- "short"
- acts as basic non-inverting amp
- "short"
- low freq
- 1st order
- active
Band-Pass filter
- connecting high-pass to low-pass
- center freq
- f = √ [f(H)f(L)]
- Q parameter
- high-Q band pass
- f(H)
- f(L)
- f(H)
- measure of selectivity
- f / BW
- high-Q band pass
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- Description
- Mind Map on Frequency Response, created by Syar Amsyar on 18/11/2014.
- Created by
- Syar Amsyar
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