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couplings.py
1
#!/usr/bin/env python
2
# -*- coding: utf-8 -*-
3
4
# This file was automatically created by FeynRules 2.0.26
5
# Mathematica version: 9.0 for Linux x86 (64-bit) (November 20, 2012)
6
# Date: Wed 23 Jul 2014 02:04:18
7
8
from
object_library
import
all_couplings, Coupling
9
10
from
function_library
import
complexconjugate, re, im, csc, sec, acsc, asec, \
11
cot
12
13
GC_1 = Coupling(name=
'GC_1'
, value=
'-(ee*complex(0,1))/3.'
, order={
'QED'
: 1})
14
15
GC_2 = Coupling(name=
'GC_2'
, value=
'(2*ee*complex(0,1))/3.'
, order={
'QED'
: 1})
16
17
GC_3 = Coupling(name=
'GC_3'
, value=
'-(ee*complex(0,1))'
, order={
'QED'
: 1})
18
19
GC_4 = Coupling(name=
'GC_4'
, value=
'2*ee**2*complex(0,1)'
, order={
'QED'
: 2})
20
21
GC_5 = Coupling(name=
'GC_5'
, value=
'-G'
, order={
'QCD'
: 1})
22
23
GC_6 = Coupling(name=
'GC_6'
, value=
'complex(0,1)*G'
, order={
'QCD'
: 1})
24
25
GC_7 = Coupling(name=
'GC_7'
, value=
'complex(0,1)*G**2'
, order={
'QCD'
: 2})
26
27
GC_8 = Coupling(name=
'GC_8'
, value=
'-(complex(0,1)*GChi)'
, order={
'QED'
: 1})
28
29
GC_9 = Coupling(name=
'GC_9'
, value=
'-(complex(0,1)*Ge)'
, order={
'QED'
: 1})
30
31
GC_10 = Coupling(name=
'GC_10'
, value=
'2*ee*complex(0,1)*Ge'
, order={
'QED'
: 2})
32
33
GC_11 = Coupling(name=
'GC_11'
, value=
'2*complex(0,1)*Ge**2'
, order={
'QED'
: 2})
34
35
GC_12 = Coupling(name=
'GC_12'
, value=
'cw*complex(0,1)*gw'
, order={
'QED'
: 1})
36
37
GC_13 = Coupling(name=
'GC_13'
, value=
'-(complex(0,1)*gw**2)'
, order={
'QED'
: 2})
38
39
GC_14 = Coupling(name=
'GC_14'
, value=
'cw**2*complex(0,1)*gw**2'
,
40
order={
'QED'
: 2})
41
42
GC_15 = Coupling(name=
'GC_15'
, value=
'-6*complex(0,1)*lam'
, order={
'QED'
: 2})
43
44
GC_16 = Coupling(name=
'GC_16'
, value=
'(ee**2*complex(0,1))/(2.*sw**2)'
,
45
order={
'QED'
: 2})
46
47
GC_17 = Coupling(name=
'GC_17'
, value=
'(ee*complex(0,1))/(sw*cmath.sqrt(2))'
,
48
order={
'QED'
: 1})
49
50
GC_18 = Coupling(name=
'GC_18'
,
51
value=
'(CKM1x1*ee*complex(0,1))/(sw*cmath.sqrt(2))'
,
52
order={
'QED'
: 1})
53
54
GC_19 = Coupling(name=
'GC_19'
,
55
value=
'(CKM1x2*ee*complex(0,1))/(sw*cmath.sqrt(2))'
,
56
order={
'QED'
: 1})
57
58
GC_20 = Coupling(name=
'GC_20'
,
59
value=
'(CKM1x3*ee*complex(0,1))/(sw*cmath.sqrt(2))'
,
60
order={
'QED'
: 1})
61
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GC_21 = Coupling(name=
'GC_21'
,
63
value=
'(CKM2x1*ee*complex(0,1))/(sw*cmath.sqrt(2))'
,
64
order={
'QED'
: 1})
65
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GC_22 = Coupling(name=
'GC_22'
,
67
value=
'(CKM2x2*ee*complex(0,1))/(sw*cmath.sqrt(2))'
,
68
order={
'QED'
: 1})
69
70
GC_23 = Coupling(name=
'GC_23'
,
71
value=
'(CKM2x3*ee*complex(0,1))/(sw*cmath.sqrt(2))'
,
72
order={
'QED'
: 1})
73
74
GC_24 = Coupling(name=
'GC_24'
,
75
value=
'(CKM3x1*ee*complex(0,1))/(sw*cmath.sqrt(2))'
,
76
order={
'QED'
: 1})
77
78
GC_25 = Coupling(name=
'GC_25'
,
79
value=
'(CKM3x2*ee*complex(0,1))/(sw*cmath.sqrt(2))'
,
80
order={
'QED'
: 1})
81
82
GC_26 = Coupling(name=
'GC_26'
,
83
value=
'(CKM3x3*ee*complex(0,1))/(sw*cmath.sqrt(2))'
,
84
order={
'QED'
: 1})
85
86
GC_27 = Coupling(name=
'GC_27'
, value=
'-(cw*ee*complex(0,1))/(2.*sw)'
,
87
order={
'QED'
: 1})
88
89
GC_28 = Coupling(name=
'GC_28'
, value=
'(cw*ee*complex(0,1))/(2.*sw)'
,
90
order={
'QED'
: 1})
91
92
GC_29 = Coupling(name=
'GC_29'
, value=
'-(ee*complex(0,1)*sw)/(6.*cw)'
,
93
order={
'QED'
: 1})
94
95
GC_30 = Coupling(name=
'GC_30'
, value=
'(ee*complex(0,1)*sw)/(2.*cw)'
,
96
order={
'QED'
: 1})
97
98
GC_31 = Coupling(name=
'GC_31'
, value=
'complex(0,1)*gw*sw'
, order={
'QED'
: 1})
99
100
GC_32 = Coupling(name=
'GC_32'
, value=
'-2*cw*complex(0,1)*gw**2*sw'
,
101
order={
'QED'
: 2})
102
103
GC_33 = Coupling(name=
'GC_33'
, value=
'complex(0,1)*gw**2*sw**2'
,
104
order={
'QED'
: 2})
105
106
GC_34 = Coupling(name=
'GC_34'
,
107
value=
'(cw*ee*complex(0,1))/(2.*sw) + (ee*complex(0,1)*sw)/(2.*cw)'
, order={
'QED'
: 1})
108
109
GC_35 = Coupling(
110
name=
'GC_35'
,
111
value=
'ee**2*complex(0,1) + (cw**2*ee**2*complex(0,1))/(2.*sw**2) + (ee**2*complex(0,1)*sw**2)/(2.*cw**2)'
,
112
order={
113
'QED'
: 2})
114
115
GC_36 = Coupling(name=
'GC_36'
, value=
'-6*complex(0,1)*lam*v'
, order={
'QED'
: 1})
116
117
GC_37 = Coupling(name=
'GC_37'
, value=
'(ee**2*complex(0,1)*v)/(2.*sw**2)'
,
118
order={
'QED'
: 1})
119
120
GC_38 = Coupling(
121
name=
'GC_38'
,
122
value=
'ee**2*complex(0,1)*v + (cw**2*ee**2*complex(0,1)*v)/(2.*sw**2) + (ee**2*complex(0,1)*sw**2*v)/(2.*cw**2)'
,
123
order={
124
'QED'
: 1})
125
126
GC_39 = Coupling(name=
'GC_39'
, value=
'-((complex(0,1)*yb)/cmath.sqrt(2))'
,
127
order={
'QED'
: 1})
128
129
GC_40 = Coupling(name=
'GC_40'
, value=
'-((complex(0,1)*yc)/cmath.sqrt(2))'
,
130
order={
'QED'
: 1})
131
132
GC_41 = Coupling(name=
'GC_41'
, value=
'-((complex(0,1)*ydo)/cmath.sqrt(2))'
,
133
order={
'QED'
: 1})
134
135
GC_42 = Coupling(name=
'GC_42'
, value=
'-((complex(0,1)*ye)/cmath.sqrt(2))'
,
136
order={
'QED'
: 1})
137
138
GC_43 = Coupling(name=
'GC_43'
, value=
'-((complex(0,1)*ym)/cmath.sqrt(2))'
,
139
order={
'QED'
: 1})
140
141
GC_44 = Coupling(name=
'GC_44'
, value=
'-((complex(0,1)*ys)/cmath.sqrt(2))'
,
142
order={
'QED'
: 1})
143
144
GC_45 = Coupling(name=
'GC_45'
, value=
'-((complex(0,1)*yt)/cmath.sqrt(2))'
,
145
order={
'QED'
: 1})
146
147
GC_46 = Coupling(name=
'GC_46'
, value=
'-((complex(0,1)*ytau)/cmath.sqrt(2))'
,
148
order={
'QED'
: 1})
149
150
GC_47 = Coupling(name=
'GC_47'
, value=
'-((complex(0,1)*yup)/cmath.sqrt(2))'
,
151
order={
'QED'
: 1})
152
153
GC_48 = Coupling(name=
'GC_48'
,
154
value=
'(ee*complex(0,1)*complexconjugate(CKM1x1))/(sw*cmath.sqrt(2))'
, order={
'QED'
: 1})
155
156
GC_49 = Coupling(name=
'GC_49'
,
157
value=
'(ee*complex(0,1)*complexconjugate(CKM1x2))/(sw*cmath.sqrt(2))'
, order={
'QED'
: 1})
158
159
GC_50 = Coupling(name=
'GC_50'
,
160
value=
'(ee*complex(0,1)*complexconjugate(CKM1x3))/(sw*cmath.sqrt(2))'
, order={
'QED'
: 1})
161
162
GC_51 = Coupling(name=
'GC_51'
,
163
value=
'(ee*complex(0,1)*complexconjugate(CKM2x1))/(sw*cmath.sqrt(2))'
, order={
'QED'
: 1})
164
165
GC_52 = Coupling(name=
'GC_52'
,
166
value=
'(ee*complex(0,1)*complexconjugate(CKM2x2))/(sw*cmath.sqrt(2))'
, order={
'QED'
: 1})
167
168
GC_53 = Coupling(name=
'GC_53'
,
169
value=
'(ee*complex(0,1)*complexconjugate(CKM2x3))/(sw*cmath.sqrt(2))'
, order={
'QED'
: 1})
170
171
GC_54 = Coupling(name=
'GC_54'
,
172
value=
'(ee*complex(0,1)*complexconjugate(CKM3x1))/(sw*cmath.sqrt(2))'
, order={
'QED'
: 1})
173
174
GC_55 = Coupling(name=
'GC_55'
,
175
value=
'(ee*complex(0,1)*complexconjugate(CKM3x2))/(sw*cmath.sqrt(2))'
, order={
'QED'
: 1})
176
177
GC_56 = Coupling(name=
'GC_56'
,
178
value=
'(ee*complex(0,1)*complexconjugate(CKM3x3))/(sw*cmath.sqrt(2))'
, order={
'QED'
: 1})
generators
madgraph
models
darkphoton
couplings.py
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