Distortion products are very clean tones. It does not mean at all that they are distorted. They are called that because they come about as the result of non-linear addition of other tones. For example, a prominent distortion product in systems is the so-called 2f1-f2. So if f1=500 Hz and f2=750 Hz, the distortion product will be at 250 Hz. It will be a perfectly clean tone. It is called a distortion product because, if the system were perfectly linear, then if 500 Hz and 750 Hz went in, that's all that would come out.
They come out at equal sub-divisions, just like the overtone series. So, I can't really tell you what HZ they are but the first sub-harmonic below a C is a C.