I think this table will help us to fix the scanning range of the Marconi frequency. This will also help in predicting the position of the resonance peak corresponding to the injected frequency.
fdiff = fm ±80 MHz ; fdiff = N*FSRy ; FSRy = 3.893 MHz.
| N = Integer number |
fdiff =injected |
fm = Marconi frequency |
| 1 |
3.893 |
76.107 |
| 2 |
7.786 |
72.214 |
| 3 |
11.679 |
68.321 |
| 4 |
15.572 |
64.428 |
| 5 |
19.465 |
60.535 |
| 6 |
23.34 |
56.66 |
| 7 |
27.251 |
52.749 |
| 8 |
31.144 |
48.856 |
| 9 |
35.037 |
44.963 |
| 10 |
38.93 |
41.07 |
| 11 |
42.79 |
37.21 |
| 12 |
46.716 |
33.284 |
| 13 |
50.609 |
29.391 |
|