please answer i and ii step by step
please answer i and ii step by step (c) An active filter circuit with an op-amp...
A. Consider the circuit in Figure 7.1 to be an op amp integrator. Using the ideal op amp model and KCL, show that:B. If Vin is a square wave, what will the shape of Vout be? C. If Vin is a triangle wave, what will the shape of Vout be? D. If Vin is a sine wave, what will the shape of Vout be? E. Now consider the circuit in Figure 7.1 to be an active low-pass filter. Show that the amplitude response...
ONLY NEED HELP WITH C AND D PLEASE! The differentiator circuit shown in Figure 1 uses an op-amp with ideal characteristics C1 Figure 1 (a) Prove that the gain of the circuit is given by the following expression using first principles for an ideal op-amp (2 marks) Gain = - (1 + juli R 1) (b) If the differentiator frequency (at unity gain) is 100Hz and the high frequency gain is 40dB and R2 is 220kQ, design the rest of...
need help with C and D please The differentiator circuit shown in Figure 1 uses an op-amp with ideal characteristics. R2 R1 C1 Vi O Figure 1 (c) Sketch the Bode magnitude response for this circuit for the frequency range of 10° to 108 Hz. (7 marks) (d) Sketch the output waveform of the differentiator and justify your answer, if v is as shown in Figure 2 with a period of: () 100 ms (ii) 10 us (6 marks) 0.11...
For the circuit shown in Fig. 4.3, the op-amp is ideal and is operating in its linear region. (a) Determine the transfer function H (s) = Vo(s)/Vi(s). (b) Sketch and clearly label the Bode Magnitude-Phase plot of H(jo) (Your provided two graph papers. Use the first for the magnitude plot and the second for the phase plot). (c) What filter is represented by H(s)? Explain. 400 k 2 210 S2 50 nF 160 k92 내 mto 105 2 50 nF...
Op-Amp Circuit Stability Although op-amps behave as single-pole amplifiers which are "unconditionally stable," it's still possible to make unstable amplifiers if you don't know what you're doing. The most famous example of this is the voltage differentiator 1. Consider the following circuit: a. Find the expression for this amplifier's ideal gain Aco (s), assuming the op-amp is ideal (a(s) - o. Hint: It's just an inverting amplifier with z and z2 R (5pts) b. Suppose the gain-setting components have values...
Part A only please Part A - Analysis of an op-amp circuit using a realistic circuit model Learning Goal For an ideal op-amp, we assume that the current flowing into the More realistically, calculatei in the circuit given when R1 9.6 k, R2 -4.2 kQ R3-95 ko. V,-2920 μν , and Voe-15 V . Assume that the op-amp can be modeled with an input resistance of Ri-6.00 M, an output resistance of Ro- 9.5 kS2, and an open-loop gain of...
Construct an active (with op Amp) high pass RL filter circuit with the following requirements: • L = 100mH • Cutoff frequency = 5500 Hz • Gain = 5V/V • Conduct an AC Sweep & indicate the cutoff frequency on the graph using cursors
The op-amp circuit shown in the given figure is used as a high-pass filter. Assume: C = 0.2 μF Ro = 222 ohm R1 = 2.6 kohm R2 = 5.5 kohm Determine the cutoff frequency. The cutoff frequency is _______ rad/s. (Round the final answer to two decimal places.) The op-amp circuit shown in the given figure is used as a high-pass filter. Assume: Ro 222 ohm R1 2.6 kohm R2 5.5 kohm C R References eBook & Resources Section...
Design an active unity-gain bandpass filter with center frequency 750 Hz and bandwidtg 250 Hz and with 0.1 μF capacitor, R1=6.4kΩ, R2=377Ω, and R3=12.7kΩ. a)Discuss the circuit response with support of a Bode magnitude plot. b) Assume next that a load R_L is connected to the output of the network at the terminal Vo(s). How does the frequency response of the loaded configuration change? c) Consider a broadband bandpass op amp filter with center frequency 2.4 kHz and bandwidth 800...
Consider the filter circuit (Figure 1) with R=500 N and C ==uF. Learning Goal: To understand how to find the transfer function of a filter circuit and to be able to draw the asymptotes of the Bode magnitude and phase diagrams Bode plots are used to display the amplitude and phase of a transfer function. The amplitude is typically displayed by showing the magnitude of the transfer function on the vertical axis and the frequency on the horizontal axis using...