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Explore Stack InternalI'm new in DSP. I want to design single pass band FIR filter using LS method. I have this information :
one pass band $[-0.1\pi , 0.3\pi]$
two stop bands $[-\pi , -0.18\pi]$, $[0.38\pi, \pi]$
weighting constant in :
pass band : $a = 1$ and stop band $b_1=b_2=2$.
In this case, can i usingI use Matlab's firls function? Because we have negative frequency and f is a vector of pairs of frequency points, specified in the range between $0$ and $1$.
I'm new in DSP. I want to design single pass band FIR filter using LS method. I have this information :
one pass band $[-0.1\pi , 0.3\pi]$
two stop bands $[-\pi , -0.18\pi]$, $[0.38\pi, \pi]$
weighting constant in :
pass band : $a = 1$ and stop band $b_1=b_2=2$.
In this case, can i using firls function? Because we have negative frequency and f is a vector of pairs of frequency points, specified in the range between $0$ and $1$.
I'm new in DSP. I want to design single pass band FIR filter using LS method. I have this information :
one pass band $[-0.1\pi , 0.3\pi]$
two stop bands $[-\pi , -0.18\pi]$, $[0.38\pi, \pi]$
weighting constant in :
pass band : $a = 1$ and stop band $b_1=b_2=2$.
In this case, can I use Matlab's firls function? Because we have negative frequency and f is a vector of pairs of frequency points, specified in the range between $0$ and $1$.
I'm new in DSP
. I want to design single pass band FIR filter using LS method ,i. I have this
information :
one pass band [-0.1 , 0.3pi]$[-0.1\pi , 0.3\pi]$
two stop band [-pibands $[-\pi , -0.18\pi]$, -0.18pi] , [0.38pi, pi]$[0.38\pi, \pi]$
weighting constant in :
pass band : $a = 1$ and stop band $b_1=b_2=2$.
In this case, can i using 'firls' function firls function? becauseBecause we have negative frequency and ff is a vector of pairs of frequency points, specified in the range between 0$0$ and 1$1$.
I'm new in DSP
I want to design single pass band FIR filter using LS method ,i have this
information :
one pass band [-0.1 , 0.3pi]
two stop band [-pi , -0.18pi] , [0.38pi, pi]
weighting constant in :
In this case, can i using 'firls' function ? because we have negative frequency and f is a vector of pairs of frequency points, specified in the range between 0 and 1.
I'm new in DSP. I want to design single pass band FIR filter using LS method. I have this information :
one pass band $[-0.1\pi , 0.3\pi]$
two stop bands $[-\pi , -0.18\pi]$, $[0.38\pi, \pi]$
weighting constant in :
pass band : $a = 1$ and stop band $b_1=b_2=2$.
In this case, can i using firls function? Because we have negative frequency and f is a vector of pairs of frequency points, specified in the range between $0$ and $1$.
I'm new in DSP
I want to design single pass band FIR filter using LS method ,i have this
information :
one pass band [-0.1 , 0.3pi]
two stop band [-pi , -0.18pi] , [0.38pi, pi]
weighting constant in :
In this case, can i using 'firls' function ? because we have negative frequency and f is a vector of pairs of frequency points, specified in the range between 0 and 1.
