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Formulas and Derivations

An excellent source of theoretical background (e.g quasi-equilibirum theory and energy considerations) as well as relatively simple mathematical treatment of the important analyzers. References are given to original sources. Also, there are revealing problems and solution accessible in a special website. The text is at graduate level, requites some background in physics and mathematics. [Pg.256]

Practical Aspects of Trapped Ion Mass Spectrometry Theory and Instrumentation, Vol. IV, 2010. [Pg.256]

An older book that describes the basic principles of TOE, and several innovative techniques, including orthogonal extraction, post source decay, and delayed extraction. [Pg.256]

Two detailed review articles on Fourier transform mass spectrometry. [Pg.257]

Marshall, A. G Hendrickson, C. L. and Jackson, G. S. 1998. Fourier transform ion cyclotron resonance mass spectrometry A primer. Mass Spectrom. Rev. 17 1-35. [Pg.257]


We can also express the same energy transfer mechanisms in terms of spherical harmonics and the oscillator strengths. The actual formulas and derivation have been given at the end of Section 5.6. Using spherical harmonics, we obtain quantities like those of 5.7.12. and 5.7.13. ... [Pg.438]

Lee, C., Zhou, Z. (1991). Exchange-energy density functional reparametrization of becke s formula and derivation of second-order gradient correction. Phys. Rev. A 44, 1536-1539. [Pg.543]


See other pages where Formulas and Derivations is mentioned: [Pg.613]    [Pg.256]   


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