A general solution is presented for the probability density function o
f the amplitude of the sum of a number of harmonics from different sou
rces. In the solution, the phase angles and amplitudes of component ve
ctors may vary randomly in any given range. If these variation ranges
are the same for all the component vectors, then - in addition to them
- only arithmetic and geometric sums of the maximum amplitudes need t
o be known in order to calculate the parameters of the probability den
sity function.