Lecture 2 Flashcards
sampling
the measurement of a signal intensity or signal’s amplitude at discrete time intervals
what affects the rate of sampling
how much information is preserved from the original continuous signal
adequate sampling
the highest frequency components of the continuous signal are preserved in the discrete signal
aliases
samples (the intensity of a signal) with lower frequencies
when does aliasing occur
undersampling a signal
nyquist-shannon sampling theorem
dictates how to prevent aliasing
how to prevent aliasing
make sure that at least 2 samples are taken from each sine wave and the sampling frequency is two times larger than the maximum frequency
fs > 2f max
Nyquist rate
given the max frequency, the sampling frequency should be two times larger
fs > 2fmax
oscillator
something that generates a tone
what is a phasor
a way of representing a sinusoidal signal in time by a vector
sinusoidal signal is defined by
magnitude (A)
phase (θ )
frequency (ω)
Changing “A” in the phasor demo reflects in?
changing the magnitude (applitude) of a sine wave
Changing the phase (θ theta) in the phasor demo reflects in?
changing the shift of the sine wave
Changing ω in the phasor
changing the frequency
the sampling rate is dependent on
how fast the signal fluctuates