2 Chapter 2Table 2.1. Multiplication table (Cayley) of the C1v group Table 2.2. Table of characters and symmetry properties of (C1v group) operators Table 2.3. Multiplication (Cayley) table of the Cs group Table 2.4. Table of characters and symmetry properties of (Cs group) operators Table 2.5. Table of characters of the direct product group Cs ⊗ C3v Table 2.6. Table of characters of the direct product group Cs ⊗ C1v Table 2.7. Table of characters of the Td group Table 2.8. Table of characters of the D3h(M) group for NH3 Table 2.9. Table of characters of the C3v(M) group for CDH33 Table 2.10. Table of characters of the C2v(M) group for CD2H2 Table 2.11. Table of characters of the Td(M) group for CH4
3 Chapter 3Table 3.1. Table of characters of the reducible representation for NH3 Table 3.2. Table of characters of the reducible representation for CDH3 Table 3.3. Table of characters and symmetry properties of the operators of group...Table 3.4. Coefficients aα of the irreducible representations A1 and A2 of group...Table 3.5. Coefficients aα of the irreducible representation E of group C3v for ...Table 3.6. Coefficients aα of the irreducible representations A1 and A2 of group...Table 3.7. Coefficients aα of the irreducible representation E of group C3v for ...Table 3.8. Table of characters of the reducible representation for CH4 Table 3.9. Coefficients aα of the irreducible representations a) A1; b) A2; c) E...Table 3.10. Table of characters of the reducible representation for CH2D2 Table 3.11. Table of characters and symmetry properties of operators of group C2 ...Table 3.12. Coefficients aα of the irreducible representations a) A1; b) A2; c) ...Table 3.13. Table of transformation of ri and θi of group C3v of NH3 Table 3.14. Coefficients aα of the irreducible representations of group C3v for ...Table 3.15. Coefficients aα of the irreducible representations of group C3v for ...Table 3.16. Table of transformations of ri and θi of group C3v of CDH3 Table 3.17. Coefficients aα of the irreducible representations of group Td for t...Table 3.18. Coefficients of the stretching and bending internal coordinates in t...Table 3.19. Coefficients of bending internal coordinates in the irreducible repr...Table 3.20. Coefficients aα of the irreducible representations of group C2v for ...Table 3.21. Transformation of vectors bi under the symmetry operations of group ...Table 3.22. Coefficients aα of the irreducible representations of group C1v for ...Table 3.23. Table of characters of group C3v end of sub-group C1v Table 3.24. Table of correlation of groups Kh or (SO(3)), C3v and Td Table 3.25. Table of characters of group D3h (M) and D3h for NH3h Table 3.26. Table of characters of group C3v (M) and C3v for CDH3 Table 3.27. Statistical weights of rovibronic states for NH3 without inversion C...Table 3.28. Symmetries of rotational levels and statistical weights of rovibroni...Table 3.29. Statistical weights of the rovibronic states of CH4 for J = 0 to J =...
4 Chapter 4Table 4.1. Cartesian coordinates of the nuclei of a symmetric top molecule of ty...Table 4.2. Geometric characteristics, rotational constants, and dipole and quadr...Table 4.3. Cartesian coordinates of the nuclei of the ammonia NH3 molecule in th...Table 4.4. Internal harmonic force constants of the ammonia NH3 molecule. Energy...Table 4.5. Mass and force constant matrix elements and elements of the matrix to...Table 4.6. Mass and force constant matrix elements and elements of the matrix to...Table 4.7. Harmonic frequencies of the vibration modes of the NH3 molecule Table 4.8. Frequencies beyond the harmonic approximation of the vibrational mode...Table 4.9. Level splitting and allowed transition frequencies of the vibration–i...
5 Chapter 5Table 5.1. Symmetry types of the normal vibration coordinates of the translation...Table 5.2. Table of characters of group Td (M) for CH4 Table 5.3. Eigenvalues of H and set of eigenvectors common to N1 and N2 that gen...Table 5.4. Decomposition of tensor products into irreducible representations; on...Table 5.5. Coefficients of the transition matrix
for j = 1 to 4 [CHA 77b]; for ...Table 5.6. Stone coefficients Table 5.7. IR and Raman transitions allowed by the selection rules for methane
1 Cover
2 Table of Contents
3 Title Page Infrared Spectroscopy of Symmetric and Spherical coordinated by Pierre Richard Dahoo and Azzedine Lakhlifi Volume 3
4 Copyright First published 2021 in Great Britain and the United States by ISTE Ltd and John Wiley & Sons, Inc. Apart from any fair dealing for the purposes of research or private study, or criticism or review, as permitted under the Copyright, Designs and Patents Act 1988, this publication may only be reproduced, stored or transmitted, in any form or by any means, with the prior permission in writing of the publishers, or in the case of reprographic reproduction in accordance with the terms and licenses issued by the CLA. Enquiries concerning reproduction outside these terms should be sent to the publishers at the undermentioned address: ISTE Ltd 27-37 St George’s Road London SW19 4EU UK www.iste.co.uk John Wiley & Sons, Inc. 111 River Street Hoboken, NJ 07030 USA www.wiley.com © ISTE Ltd 2021 The rights of Pierre Richard Dahoo and Azzedine Lakhlifi to be identified as the authors of this work have been asserted by them in accordance with the Copyright, Designs and Patents Act 1988. Library of Congress Control Number: 2020951963 British Library Cataloguing-in-Publication Data A CIP record for this book is available from the British Library ISBN 978-1-78630-568-8
5 Foreword
6 Preface
7 Begin Reading
8 References
9 Index
10 End User License Agreement
1 v
2 iii
3 iv
4 ix
5 x
6 xi
7 xii
8 xiii
9 xiv
10 xv
11 xvi
12 xvii
13 1
14 2
15 3
16 4
17 5
18 6
19 7
20 8
21 9
22 10
23 11
24 12
25 13
26 14
27 15
28 16
29 17
30 18
31 19
32 20
33 21
34 22
35 23
36 24
37 25
38 26
39 27
40 28
41 29
42 30
43 31
44 32
45 33
46 34
47 35
48 36
49 37
50 38
51 39
52 40
53 41
54 42
55 43
56 44
57 45
58 46
59 47
60 48
61 49
62 50
63 51
64 52
65 53
66 54
67 55
68 56
69 57
70 58
71 59
72 60
73 61
74 62
75 63
76 64
77 65
78 66
79 67
80 68
81 69
82 70
83 71
84 72
85 73
86 74
87 75
88 76
89 77
90 78
91 79
92 80
93 81
94 82
95 83
96 84
97 85
98 86
99 87
100 88
101 89
102 90
103 91
104 92
105 93
106 94
107 95
108 96
109 97
110 98
111 99
112 100
113 101
114 102
115 103
116 104
117 105
118 106
119 107
120 108
121 109
122 110
123 111
124 112
125 113
126 114
127 115
128 116
129 117
130 118
131 119
132 120
133 121
134 122
135 123
Читать дальше