C–O single glycosidic bond length range from \(1.35\,\dot{A}\) to \(1.43\,\dot{A}\),
\(f_{res}=0.122\cfrac{c}{BL}\)
\(f_{res}=0.122*\cfrac{299792458}{1.35}*10^{10}\)
\(\cfrac{f_{res}}{10^{15}}= 270.92355\,\,Hz\)
Breaking C–O single glycosidic bond st 2709-2355 Hz
and
For a bond length of \(1.43\,\dot{A}\), as reported differently,
\(f_{res}=0.122\cfrac{c}{BL}\)
\(f_{res}=0.122*\cfrac{299792458}{1.43}*10^{10}\)
\(\cfrac{f_{res}}{10^{15}}= 255.76699\,\,Hz\)
Breaking C–O single glycosidic bond st 2557-6699 Hz
Combined,
Breaking C–O single glycosidic bond st 2709-2355 2557-6699 Hz
Since C_O single glycosidic bonds have a spread of values from 1.35 to 1.43 \(\dot{A}\), a middle frequency at 2633-4527 Hz with white noise added maybe better,
Breaking C–O single glycosidic bond st 2633-4527 Hz + white noise
All three sets of frequencies for breaking C_O single glycosidic bonds combined,
Breaking C–O single glycosidic bond st 2709-2355 2557-6699 2633-4527 Hz + white noise
Good luck.
Use the last combined frequencies set if confused.
