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m.Alin
m.Alin
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Math of sampling dictates two things. 1. You need to sample twice as fast (in the ideal, practically faster) as the maximum frequency you'd like to capture, and 2. You need to remove frequencies above half the sample rate with a low-pass filter, or they will corrupt your lower frequency content through aliasing. If:

  1. You need to sample twice as fast (in the ideal, practically faster) as the maximum frequency you'd like to capture
  2. You need to remove frequencies above half the sample rate with a low-pass filter, or they will corrupt your lower frequency content through aliasing.

If you need 12kHz12 kHz, you need to sample at more than 24kHz,24 kHz and providecanprovide an anti-aliasing filter before the sample is done.

Math of sampling dictates two things. 1. You need to sample twice as fast (in the ideal, practically faster) as the maximum frequency you'd like to capture, and 2. You need to remove frequencies above half the sample rate with a low-pass filter, or they will corrupt your lower frequency content through aliasing. If you need 12kHz, you need to sample at more than 24kHz, and providecan anti-aliasing filter before the sample is done.

Math of sampling dictates two things:

  1. You need to sample twice as fast (in the ideal, practically faster) as the maximum frequency you'd like to capture
  2. You need to remove frequencies above half the sample rate with a low-pass filter, or they will corrupt your lower frequency content through aliasing.

If you need 12 kHz, you need to sample at more than 24 kHz and provide an anti-aliasing filter before the sample is done.

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Scott Seidman
Scott Seidman
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Math of sampling dictates two things. 1. You need to sample twice as fast (in the ideal, practically faster) as the maximum frequency you'd like to capture, and 2. You need to remove frequencies above half the sample rate with a low-pass filter, or they will corrupt your lower frequency content through aliasing. If you need 12kHz, you need to sample at more than 24kHz, and providecan anti-aliasing filter before the sample is done.