| rF–µ = | ± nm |
|---|---|
| νd = | ± MHz |
Type in the length or frequency of an FµF bond, press enter or click somewhere else, and JavaScript will calculate the other value. This only works for linear, symmetric FµF.
Notes
This program simply evaluates νd = A / rF–µ3, where A = µ0γFγµħ / 8π2 = 3.599 325 × 10−25 m3·Hz; an expression derived from ωd = µ0γFγµħ / 4πrF–µ3 1.
The program uses A = 3.599 325 × 10−4 nm3·MHz for radii in nm and linear frequencies in MHz.
The values of the relevant physical constants are:
| µ0 = | 4π × 10−7 N·A−2 | (defined) |
|---|---|---|
| γF = | 25.181 48 × 107 rad·s−1·T−1 | Encyclopedia of Nuclear Magnetic Resonance, page 6. John Wiley and Sons, Chichester, 2002 |
| γµ = | 2π × 135.538 817 MHz·T−1 | 2 |
| ħ = | 1.054 572 × 10−34 J·s | 3 |