Thanks for this paper!
I programmed equation 1 from this paper in Python and made this table. May it be useful.
The sine frequencies are in the header line (in kHz), the corresponding square wave frequencies are the rows as a function of gamma.
If someone is interested in the Python script, email me.
I programmed equation 1 from this paper in Python and made this table. May it be useful.
| Sine (kHz) | gamma | 12 | 13 | 14 | 15 | 16 | 17 | 18 | 19 |
| Square (Hz) | 1 | 7135 | 7729 | 8324 | 8919 | 9514 | 10108 | 10703 | 11297 |
| 2 | 4427 | 4796 | 5164 | 5533 | 5902 | 6271 | 6640 | 7009 | |
| 3 | 3224 | 3492 | 3761 | 4030 | 4298 | 4567 | 4835 | 5104 | |
| 4 | 2538 | 2749 | 2961 | 3172 | 3384 | 3595 | 3807 | 4018 | |
| 5 | 2093 | 2268 | 2442 | 2617 | 2791 | 2966 | 3140 | 3314 | |
| 6 | 1782 | 1930 | 2079 | 2227 | 2375 | 2524 | 2672 | 2821 | |
The sine frequencies are in the header line (in kHz), the corresponding square wave frequencies are the rows as a function of gamma.
If someone is interested in the Python script, email me.