Offset
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Offset (<math>\Omega</math>, omega; majuscule ) is the difference resulting from substration of the rotating frame frequency (<math>\omega_{rot. frame}</math>, omega; minuscule) taken from the [[Larmor frequencey]] (<math>\omega_{0}</math>). Then, <math>\Omega</math> is given by the expression: <math>[\Omega=\omega_{0}-\omega_{rot. frame}]</math>. The units for offset are in hertz. | Offset (<math>\Omega</math>, omega; majuscule ) is the difference resulting from substration of the rotating frame frequency (<math>\omega_{rot. frame}</math>, omega; minuscule) taken from the [[Larmor frequencey]] (<math>\omega_{0}</math>). Then, <math>\Omega</math> is given by the expression: <math>[\Omega=\omega_{0}-\omega_{rot. frame}]</math>. The units for offset are in hertz. | ||
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| + | == References == | ||
| + | Keeler, J. (2005) Understanding NMR Spectroscopy, 3rd ed., Wiley.[http://www-keeler.ch.cam.ac.uk/lectures/index.html][http://www.amazon.com/Understanding-NMR-Spectroscopy-James-Keeler/dp/0470017872] | ||
Revision as of 02:54, 1 March 2012
Offset (Ω, omega; majuscule ) is the difference resulting from substration of the rotating frame frequency (ωrot.frame, omega; minuscule) taken from the Larmor frequencey (ω0). Then, Ω is given by the expression: [Ω = ω0 − ωrot.frame]. The units for offset are in hertz.
References
Keeler, J. (2005) Understanding NMR Spectroscopy, 3rd ed., Wiley.[1][2]
