FIR Filters: Difference between revisions
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== Finite Impulse Response Filters == |
== Finite Impulse Response Filters == |
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[[Image:firtap.jpg]] |
[[Image:firtap.jpg]] |
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The output of an FIR filter (y(l)) is the convolution of h(l) with x(l). It can simply be viewed as a multiply and accumulate. |