EFFECT  OF  COEFFICIENTS  AND  INTEGRATION  LIMITS
OF  THE  MORLET  WAVELET  FUNCTION  ON  THE  ACCURACY
OF  HARMONIC  SIGNAL  ANALYSIS
WITH  NON-STATIONARY  PARAMETERS
 

D. S. Potekhin, E. P. Teterin, I. E. Tarasov

Kovrov State Academy of Technology


 


     In this paper we discuss the dependence of the real part integral of the Morlet  wavelet function on the integration limits and the coefficient in the exponent. Optimal values of these quantities at which the integral in question tends to zero are found.