Example 7.10.a. Design a bandpass FIR filter with the following specifications:Lower stopband 0-500 HzPassband = 1,600-2,300 HzUpper stopband = 3,500 4,000 HzStopband attenuation = 50 dBPassband ripple = 0.05 dBSampling rate = 8,000 HzSolution:a. A₁=1600-5001/8000= 0.1375 and 4/2= 13500-23001/8000= 0.15N₁3.3/0.1375= 24 and N₂ = 3.3/0.15 = 22/1-/۲Choosing N=25 filter coefficients using the Hamming windowmethod:fi= (1600+500)/2= 1050 Hz and 2 = (3500+2300)/2=2900 Hz.The normalized lower and upper cutoff frequencies are calculated as:1050 x 2#NL=SH=N = 33/0₁ =N₂= 33/0₂Sucr80002900 x 2T8000AG: 27fci14zoter.fu= 0.2625# radians and2= 0.725# radians,N₂ 29 odd, tue24220.26k ved= 0.729 redhenh(2)h(3)W14)W(0)WITW/2)h(0)Hammرحلنا-- (-1)h(-2)(-3)-1²-17SW(-1-3الممسوحة ضوئيا بـ CamScannerالممسوحة ضوئيا ہے CamScanner

Example 7.10. a. Design a bandpass FIR filter with the following specifications: Lower stopband 0-500 Hz Passband = 1,600-2,300 Hz Upper stopband= 3,500-4,000 Hz Stopband attenuation 50 dB Passband ripple = 0.05 dB Sampling rate = 8,000 Hz

Example 7.10. a. Design a bandpass FIR filter with the following specifications: Lower stopband 0-500 Hz Passband = 1,600-2,300 Hz Upper stopband= 3,500-4,000 Hz Stopband attenuation 50 dB Passband ripple = 0.05 dB Sampling rate = 8,000 Hz

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

8. Plot the pole-zero patterns of the low-pass, high-pass, band-pass, and band-stop filters.
5. The band reject filter has transparency in the frequency range: A) from 0 to o. B) from w, to W2 C) from 0 to 0, and from W, to o D) from w, to o E) from w, to 0
Find the frequency gain
The circuit in Figure 1 represents the circuit model of an interference path from source vin to the 10 MQ load resistance at vout- C1 C2 1 pF 1000 pF R V in out 10 MQ Figure 1. Interference modeling a) Determine the transfer function H(f) = vou/Vin from vin to vout- b) Determine the output magnitude vout when Vin is a 170V pk sine wave at 60HZ c) Determine the output magnitude vou when vin is a 1V pk sine wave at 1 MHz
İNGİLİZCE TÜRKÇE RUSÇA What is the cause of current in an undoped semiconductor at room temperature? please choose one: a) electrons b) none of the above c) holes and electrons d) holes Google Çeviri'yi iyileştirmemize yardımcı olduğunuz için teşekkürler Geri bildirim.gonde
(B1) This filter has the narrowest transition band, with an equiripple passband and equiripple stopband an response.
Consider the design of a low frequency differentiator to achieve the differentiation gain K = 0.001, and the highest frequency of the input signal is fH = 1000HZ. Determine the value of Ri, and Rf based on the criterion fb = 10fH.Assume that capacitor value is C = 0.1uF Ri= Rf= Ohms Kilo Ohms
Please show complete solution and necessary figures. Thank You!
Design an analog Butterworth filter that attenuates low frequency signal with the following specifications: 1. -0.5dB attenuation at the pass band frequency of 5kHz 2. -10dB stopband attenuation at the frequency of 2.5 kHz.
A highly selective series resonant R-L-C circuit has: a) a low Q-factor. Ob) a very large BW. O Q-factor. C) a very large O) all of the above.
QUESTIONS: 1. Explain any two differences between a passive filter and an active filter.