If the mirror separation d = 50 cm changes by 2 nm, what would be the change in relative frequency? If the laser frequency is νL = 4 x 1014s-1, what would be the value of ∆νL=?
Δf=c2L=(3×108ms)(2×2×10−9m)=7.5×1016s−1\Delta f=\frac{c}{2L}=\frac{\left(3\times10^8\frac{m}{s}\right)}{\left(2\times2\times10^{-9}m\right)}=7.5\times10^{16}s^{-1}Δf=2Lc=(2×2×10−9m)(3×108sm)=7.5×1016s−1
vL=4×1014s−1vL=4\times10^{14}s^{-1}vL=4×1014s−1
ΔvL=(7.5×1016s−1)−(4×1014s−1)=7.46x1016\Delta vL=(7.5\times10^{16}s^{-1})-(4\times10^{14}s^{-1})=7.46x10^{16}ΔvL=(7.5×1016s−1)−(4×1014s−1)=7.46x1016
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