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lpf ( low pass filter) is desired with a cut off frequency of 10 Hz. This filter should attenuate a 100-Hz signal by a factor of at least 78. What should be the order of this filter. expain briefly
The cut-off frequency of low pass filter = 10 Hz. Attenuation of input signal is '3 dB' (on semi-log scale) and its value is 1.414.
A low pass filter of nth order attenuates at a rate of n*20 dB per decade i.e., as frequency increases by 10 times, the attenuation is 20 dB(10 - numerical value).
Here, we need to attenuate the 100 Hz signal by a factor of at least 78. The ratio of input-signal frequency and cut-off frequency is 10. Hence, at 100 Hz the attenuation is '-n*20' dB. Attenuation of 78 is '-37.84 dB'. Hence if order of filter n>=2, our condition will be satisfied. Minimum order of LPF required is '2'.
KINDLY DONOT COPY FROM OTHER ANSWERS AS THEY ARE WRONG AND INCORRECT lpf ( low pass...
i need a very good explanation for the below question( in a understandable manner) the question is 1)a lpf ( low pass filter) is desired with a cut off frequency of 10 Hz. This filter should attenuate a 100-Hz signal by a factor of at least 78. What should be the order of this filter. expain briefly
Signal And System
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kindly solve part b, c ,d
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Problem 3) (15 points) An RC filter is designed with a cutoff frequency of 100 Hz. If a low-pass first order filter is used, determine the attenuation (Attenuation %, and Attenuation(dB)) of the filtered analog signal at 50, 75 and 200 Hz. (use k -1) o Determine the order of the filter if magnitude ratio of <0.01 is needed at 200 Hz.
Problem 3) (15 points) An RC filter is designed with a cutoff frequency of 100 Hz. If a...
ON MATLAB: ii. Using FIR low-pass filter, remove signal S2, considering fc = 20 Hz as a cut-off frequency and consider two sets of filter coefficients: 11 and 301. Plot the time and frequency domain of the filtered signal, and comment. the process x(n) is sum of two signals S1 and S2; mathematically be described as: ?(?) = ?1 + ?2 where ?1 = ?1cos(2??1??? ) and ?2 = ?2cos(2??2??? ), A1 = A2 = 1; f1 = 10Hz; f2 =...
Please do both questions! thank you very much!
(a) Does it have to be this way? Briefly explain, is it possible to have an online FIR filter without a window function? (b) Low-Pass Filter Consider the ideal impulse response of a low pass filter (of cut-off frequency given by hLP [n] = 0, sinc (odn-부) for a filter size N. Thus, hw InhnwHAM Now consider the case where N-100 and oc 0.3004. Determine hw, In] using the formula above. Then...