Design a basic wide-band, RC band stop filter with a lower cut-off frequency of 200HZ and a higher cut-off frequency of 900HZ. Vac Band Stap Flepone -3d8 Pass Band Paes Band Freguency fie) Low Pa Response Hgh Pa Response Frequancy e) Figure 1: Band Stop Filter Characteristics Assuming a capacitor, C value for both filter sections (CLP. CHP) of 0.2uF, calculate the values of the two resistors, RLP and RHP using the formula: 1. From the Low pass filter formula, Find RLP: 1. f. 2. From the High pass filter formula, Find RHP: 1 fr 2nRypCHP 3. Calculate the center frequency (f) and Bandwidth (BW): a. fc = Vfi x fr %3D b. BW = fr - f

Design a basic wide-band, RC band stop filter with a lower cut-off frequency of 200HZ and a higher cut-off frequency of 900HZ. Vac Band Stap Flepone -3d8 Pass Band Paes Band Freguency fie) Low Pa Response Hgh Pa Response Frequancy e) Figure 1: Band Stop Filter Characteristics Assuming a capacitor, C value for both filter sections (CLP. CHP) of 0.2uF, calculate the values of the two resistors, RLP and RHP using the formula: 1. From the Low pass filter formula, Find RLP: 1. f. 2. From the High pass filter formula, Find RHP: 1 fr 2nRypCHP 3. Calculate the center frequency (f) and Bandwidth (BW): a. fc = Vfi x fr %3D b. BW = fr - f

Introductory Circuit Analysis (13th Edition)

13th Edition

ISBN:9780133923605

Author:Robert L. Boylestad

Publisher:Robert L. Boylestad

Chapter1: Introduction

Section: Chapter Questions

Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...

See similar textbooks

Similar questions

1. A band-pass filter allows certain frequency bands to pass and can be determined by cut- off frequencies. a. Determine the Fs1, Fp1, Fp2 and Fs2 for the following band-pass filter design in Figure I with sampling frequency of 500Hz, aos 1-0.25x. op1-0.35%, cp2=0.55m and cos2-0.65%. Magnitude 1+4 1-4 6.707 Tration Band Amy M ways Passband wys Frequency Figure 1: Band-pass filter Transition Bod Ayy (=F₂) b. Given the following filter equation, determine the type of the filter. y[n] = 3x[n] + 2x [n - 1] + 3y[n-1] + 4x[n-2] +5x[n-4] c. Give two advantages of IIR filter compared to FIR filter. IN
Passive Band Pass Filter H.W) What is the central bandpass frequency (fo) expressed in terms of circuit component values. + R + Vin L. C Vout 1 fo= 2nVLC
An RC low-pass filter is shown in the figure. Its purpose is to attenuate higher frequencies while allowing lower frequencies to pass through. A 960-Hz sine-wave signal with rms amplitude of Vrms = 1.9 V is fed into the filter. The values of the components are R = 120 Ω and C = 0.64 μF. A) Find the output rms voltage, in volts.
A very common problem in instrumentation is that of interference of the telemetry that is to be measured. One of the primary sources of the interference is the power line. This is particularly true for high impedance circuits. Another path for this noise is ground-loops. One possible solution is to use a notch filter to remove the 50HZ component. Design a suitable notch filter for this purpose.
1. For the circuit in the figure below, obtain the transfer function output voltage / input voltage. Identify the type of filter and determine the corner frequency. Let R1=1000, R2=100N, and L=2mH. R1 + L R2 v,(t) (1)'a 2. *Design a bandpass filter of the form in the figure below, with a lower cutoff frequency of 20.1kHz and upper cutoff requency 20.3kHz. Take R=20KN. Calculate L, Cand Q. L ell v,(1) R
Answer the following with illustration and solutions. 2. Design a basic wide-band, RC band stop filter with a lower cut-off frequency of 250 Hz and a higher cut-off frequency of 1.2kHz. Find its center frequency, bandwidth and Q of the circuit assuming the capacitor for both filter sections is 0.1 microfarad. Thia is the example that might help.
For the filter: a) Determine type of filter and the cut-off frequency (Fc). Determine the peak voltage at the cut-off frequency (Fc). b) Find GAIN (Vo/Vi) at f = .1*Fc . Find GAIN (Vo/Vi) at f = 10*Fc . c) Determine the frequency at which GAIN = .4 (i.e., Vo = .4*Vi) . Draw the “Frequency Response Plot” in “Log-Log” format .
A geophone is able to pick up signals in the frequency range of 20 Hz to 340Hz. Design anactive filter and a passive filter the earth vibration signal which ranges from 50 Hz to 250 Hz.What is the filter gain when the signal is at 450 Hz for both filters? Please state which type offilter performs better in this scenario and why
3. What is the output of an ideal low pass filter if the input is a square wave and f. = 1.5fo, where f. and fo are cut-off frequency of the filter and the square wave fundamental frequency, respectively? How can you approximate the output if the input is such that f. = 10fo ? v
A low pass filter is designed to have dB/decade. The cut off frequency is 200 Hz, and the maximum gain of the filter is 23 dB. Determine the ff: a roll off factor of 40 a. Power in dB at the cut off frequency. b. Power in dB at 4000 Hz. c. Frequency that has a power of -20 db.
Designa basic wide band, RC band stop filter with a lower cut-off frequency of 1KHZ and a higher cut-off frequency of 200Khz. The pass band gain is 5. Assume the capacitances C1 & C2 as 0.02 microFarad.
Required information The circuit shown in the given figure is an active filter. Assume C=15 nF. Ro 4 kohm, R₁-1.2 kohm, R₂ =29.4 kohm, and R3=97.7 kohm. NOTE This is a multi-part question. Once an answer is submitted, you will be unable to return to this part. ww www R₁ C Determine the cutoff frequencies www 20 The cutoff frequencies w₁ and 2 are X 103 and 104, 4, respectively.