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| Elliptical Triangle Functions and Their
Application to Waveform Generators Ku Shaoping (School of Computer Science and Technology£¬Wuhan University of Technology£¬Wuhan 430070£¬China) Abstract£ºThe definition of elliptical triangle functions is given and ordinary
triangle functions are generalized.It is pointed out that elliptical triangle functions
are periodical with maximum and minimum values,and continuously derivable in the domain of
definition. A series of simulations are carried out for elliptical sinusoidal functions.
The results show that the elliptical sinusoidal function can be used as a generating
function of waveform generator which can produce square waves£¬ordinary sine waves£¬
pulse waves£¬and various waves between ordinary sine waves and square waves or between
ordinary sine waves and pulse waves. Moreover£¬the form of the functions is uniform with
amplitude£¬frequency£¬and original phrase that are easy to be adjusted. This generating
function of waveform is convenient for mathematical treatment and analysis.The proposed
principle of generating waveform can be applied to the cases that are related to all kinds
of wave generation. |
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