Howtosignalprocessing
- What is a rectangular pulse train?
- What is the Fourier transform of a rectangular pulse?
- What is Fourier transform of rectangular signal?
- What is the total energy of the rectangular pulse?
What is a rectangular pulse train?
RECTANGULAR PULSE TRAIN- FOURIER SERIES
A rectangular pulse train is similar to a square wave in that it switches between two levels but the duty cycle is not 50%. The duty cycle is the percentage of the time the waveform is in the high state.
What is the Fourier transform of a rectangular pulse?
The Fourier transform of the rectangular pulse is real and its spectrum, a sinc function, is unbounded. This is equivalent to an upsampled pulse-train of upsampling factor L.
What is Fourier transform of rectangular signal?
The rectangular function pulse also has a height of 1. The Fourier transform usually transforms a mathematical function of time, f(t), into a new function usually denoted by F() whose arguments is frequency with units of cycles/sec (hertz) or radians per second. This new function is known as the Fourier transform.
What is the total energy of the rectangular pulse?
The total energy of the rectangular pulse can be found by integrating the square of the signal. Basically energy is given by area under the curve. 14.
