000			02138nam a2200217Ia 4500
003			OSt
005			20220920132801.0
008			220128s9999 xx 000 0 und d
020			_a9783030396657
040			_cCUS
082			_a543.67 _bBER/E
100			_aBertrand,Patrick _95008
245		0	_aElectron paramagnetic Resonance Spectroscopy Fundamentals
260			_aFrance: _bSpringer, _c2021.
300			_a422p.
505			_aThe electron paramagnetic resonance phenomenon -- Chapter 2 -- Hyperfine structure of a spectrum in the isotropic regime -- Chapter 3 -- Introduction to the formalism of the space of spin states. The Hamiltonian operator -- Chapter 4 -- How anisotropy of the g and A matrices affects spectrum shape for radicals and transition ion complexes -- Chapter 5 -- Spectrum intensity, saturation, spin-lattice relaxation -- Chapter 6 -- The zero-field splitting term. EPR spectrum for paramagnetic centres of spin greater than 1/2 -- Chapter 7 -- Effects of dipolar and exchange interactions on the EPR spectrum. Biradicals and polynuclear complexes -- Chapter 8 -- EPR spectrum for complexes of rare earth and actinide ions -- Chapter 9 -- How instrumental parameters affect the shape and intensity of the spectrum. Introduction to simulation methods -- Appendix 1 -- Expression of the magnetic moment of a free atom or ion -- Appendix 2 -- Expression of g and A matrices given by ligand field theory for a transition ion complex -- Appendix 3 -- Dipolar interactions between a nuclear magnetic moment and electron spin magnetic moments -- Appendix 4 -- Some properties of angular momentum operators. Spin coupling coefficients and equivalent operators. Application to Landé's formula and to dipolar hyperfine interactions. -- Appendix 5 -- The notion of spin density -- Appendix 6 -- Example of calculation of the spin-lattice relaxation time T_1: the direct process? -- Appendix 7 -- Matrix elements of operators defined from components of an angular momentum
650			_aSpectroscopy and Microscopy. _95009
650			_aMagnetism, Magnetic Materials. _95010
942			_2ddc _cWB16 _01
947			_a4513
999			_c211184 _d211184