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Slew rate of an amplifier is defined as
By definition slew rate is the maximum rate of change of the output possible in a real operational amplifier.
Determine the slew rate of the amplifier having full power bandwidth f0 and the rated output voltage as V0. Given that the input signal is of sinusoidal nature.
v = V_{0}sin wt
dv/dt = wV_{0} sin wt
max value of dv/dt = wV_{0}
max value of w = w_{0} = 2πf_{0}
w_{0} V_{0} = Slew Rate = 2πf_{0} V_{0}.
The units of the full power bandwidth is
It has the units of frequency.
The fullpower bandwidth, f_{M}, is the maximum frequency at which
This is the only statement that satisfies the definition of the fullpower bandwidth.
Which of the following is not limitation of the operational amplifier
None of the mentioned are the limitations of the operational amplifier.
A particular op amp using ±15V supplies operates linearly for outputs in the range −12 V to +12 V. If used in an inverting amplifier configuration of gain –100, what is the rms value of the largest possible sine wave that can be applied at the input without output clipping?
Peak value of input wave = 12/100 or 120 mV. Hence the rms value is 120/√2 or 84.85 mV.
For operation with 10V output pulses with the requirement that the sum of the rise and fall times represent only 20% of the pulse width (at half amplitude), what is the slewrate requirement for an op amp to handle pulses 2 µs wide? (Note: The rise and fall times of a pulse signal are usually measured between the 10% and 90%height points.)
An op amp having a slew rate of 20 V/µs is to be used in the unitygain follower configuration, with input pulses that rise from 0 to 3 V. What is the shortest pulse that can be used while ensuring fullamplitude output?
Time taken to reach 3V from 0V with slew rate of 20V/µs is 3/20 µs or 0.15 µs.
(Q.9Q.10) In designing with op amps one has to check the limitations on the voltage and frequency ranges of operation of the closedloop amplifier, imposed by the opamp finite bandwidth (f_{t}), slew rate (SR), and output saturation (V_{o max}). Consider the use of an op amp with ft_{t} = 2 MHz, SR = 1 V/µs, and V_{0 max }= 10 V in the design of a noninverting amplifier with a nominal gain of 10. Assume a sinewave input with peak amplitude Vi.
Q. If Vi = 0.5 V, what is the maximum frequency before the output distorts?
V_{i} = 0.5v, V_{0} = 0.5 X 10 = 5V
2πf V_{0} = SR or f = 31.8 kHz.
If f = 20 kHz, what is the maximum value of V_{i} before the output distorts?
V_{0} = 10Vi
2πf V_{0} = SR = 20πf V_{i}, here f is 20 kHz, SR is 1 V/µs. Hence the value of V_{i} is 0.795 V.
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