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Feb 13, 2013 · Determine the Nyquist sampling rate and the Nyquist sampling interval for this signal. sinc(2100[itex]\pi[/itex]t) Homework Equations N/A The Attempt at a Solution Ok I know that the Nyquist sampling rate is double or 2 times the bandwidth of a bandlimited signal. So I would assume the procedure for solving is find the bandwidth and multiply by 2.

Nov 2, 2014 · I have tried calculating sampling rates for signals like sinc(200pi t). It was simple and I thought I understood until I cam across signals like sinc(200πt)*sinc2(400πt). I need help with finding sampling rate of these kind of signals and get a …

Mar 5, 2015 · You can get away with sampling below the Nyquist rate for a signal, by exploiting aliasing, if it has both a lower and upper frequency bound for its content (sometimes called a passband signal). As a sidenote: Be careful about using 'Nyquist frequency' and 'Nyquist rate' interchangeably. There can be a difference depending on context.

Jul 18, 2012 · Homework Statement Lets say I have a square wave of 10Hz. I want a good sampling frequency or the Nyquist rate (minimum) to accurately capture its characteristics without aliasing. Is it enough to use 10Hz x 2 as nyquist rate, or must I break it down into harmonic frequencies? and use...

Mar 21, 2014 · The Nyquist Frequency is 1/2 of the sampling rate of a discrete signal, and is the highest frequency that will allow a signal to be fully reconstructed without aliasing, at a given sampling rate. The standard frame-rate for a certain video camera is 30 frames per second. Therefore the camera is sampling at 30Hz.

Jan 30, 2008 · Calculating Nyquist sampling rate and interval. Feb 14, 2013; Replies 15 Views 59K.

Sep 26, 2013 · The Nyquist rate is the sampling rate at which a given signal will not be aliased. The N. rate is not simply twice the max. signal frequency. For example, if a signal contains W Hz lying between mW and (m+1)W Hz, m an integer, i.e. a …

Sep 11, 2011 · In fact if the sampling frequency were exactly twice the sinewave frequency, the resulting waveform would depend upon the phase relationship between the sinewave and sampling frequency. It is conceivable that if the sample happened to fall on the crossover point every time, you wouldn't get much of anything.

May 30, 2021 · The simple Nyquist sample rate theorem (with perfect suppression of aliasing) assumes that the sample is taken for an infinite time. There is a more complicated version for a limited sample time, but it is rarely used and I can not find a reference for it.

Sep 5, 2014 · I know that for a given signal, the sampling frequency Fs must be twice or more than maximum frequency of the signal Fm. It is easy to understand the concept for a 1D signal. But I don't know how to calculate sampling frequency or Nyquist rate for …