signal, and high-fidelity reconstruction of this signal and any derived motion
parameters, such as velocity and acceleration, is possible only if temporal
sampling is done at a rate that complies with the theory.
Establishing this rate, however, is a chicken-and-egg problem. Before sam-
pling, one must have knowledge of the expected velocities to be estimated, which
can only be obtained by sampling at or above the proper rate in the first place.
In practice, a series of experiments at different sampling rates is often necessary
to arrive at the optimal setting. Several studies can be found in the literature
[11–13] that discuss temporal resolution for specific applications. They clearly
demonstrate how undersampling may have a significant effect on velocity ...