Abstract
The behaviors of chaotic waves calculated by the different map function have been investigated and the following results have been obtained. The values of amplitude and also power spectrum become small in the case that the different chaotic waves are added. The sum of the power spectrum of each independent chaotic wave is larger than the power spectrum of added chaotic wave. The wave and the power spectrum of the same two chaotic waves become entirely same. The chaotic waves for the changed initial value show the same behaviors as the case of different chaotic waves . The values of power spectrum becomes small even in the case that the sine waves and the random wave are added.
