1
2
3
4
11
16
17
18
19
20
21
22
23
24
25
27
28
29
30
32
33
34
35
36
37
38
41
42
44
45 |
(n,total)
(n,elas.)
(n,nonelas.)
(n,inelas.)
(n,2nd)
(n,2n)
(n,3n)
(n,fission)
(n,f)
(n,nf)
(n,2nf)
(n,nα)
(n,n3α)
(n,2nα)
(n,3nα)
(n,abs.)
(n,np)
(n,n2α)
(n,2n2α)
(n,nd)
(n,nt)
(n,n3He)
(n,nd2α)
(n,nt2α)
(n,4n)
(n,3nf)
(n,2np)
(n,3np)
(n,n2p)
(n,npα) |
50
51
52
53
54
55
56
57
58
59
60
61
62
63
64
65
66
67
68
69
70
71
72
73
74
75
76
77
78
79 |
(n,n0)
(n,n1)
(n,n2)
(n,n3)
(n,n4)
(n,n5)
(n,n6)
(n,n7)
(n,n8)
(n,n9)
(n,n10)
(n,n11)
(n,n12)
(n,n13)
(n,n14)
(n,n15)
(n,n16)
(n,n17)
(n,n18)
(n,n19)
(n,n20)
(n,n21)
(n,n22)
(n,n23)
(n,n24)
(n,n25)
(n,n26)
(n,n27)
(n,n28)
(n,n29) |
80
81
82
83
84
85
86
87
88
89
90
91
102
103
104
105
106
107
108
109
111
112
113
114
115
116
117
152
153
154 |
(n,n30)
(n,n31)
(n,n32)
(n,n33)
(n,n34)
(n,n35)
(n,n36)
(n,n37)
(n,n38)
(n,n39)
(n,n40)
(n,nc)
(n,γ)
(n,p)
(n,d)
(n,t)
(n,3He)
(n,α)
(n,2α)
(n,3α)
(n,2p)
(n,pα)
(n,t2α)
(n,d2α)
(n,pd)
(n,pt)
(n,dα)
(n,5n)
(n,6n)
(n,2nt) |
155
156
157
158
159
160
161
162
163
164
165
166
167
168
169
170
171
172
173
174
175
176
177
178
179
180
181
182
183
184 |
(n,tα)
(n,4np)
(n,3nd)
(n,n'dα)
(n,2npα)
(n,7n)
(n,8n)
(n,5np)
(n,6np)
(n,7np)
(n,4nα)
(n,5nα)
(n,6nα)
(n,7nα)
(n,4nd)
(n,5nd)
(n,6nd)
(n,3nt)
(n,4nt)
(n,5nt)
(n,6nt)
(n,2n3He)
(n,3n3He)
(n,4n3He)
(n,3n2p)
(n,3n2α)
(n,3npα)
(n,dt)
(n,n'pd)
(n,n'pt) |
185
186
187
188
189
190
191
192
193
194
195
196
197
198
199
200
201
202
203
204
205
206
207
---
452
455
456
|
(n,n'dt)
(n,n'p3He)
(n,n'd3He)
(n,n't3He)
(n,n'tα)
(n,2n2p)
(n,p3He)
(n,d3He)
(n,3Heα)
(n,4n2p)
(n,4n2α)
(n,4npα)
(n,3p)
(n,n'3p)
(n,3n2pα)
(n,5n2p)
(n,Xn)
(n,Xγ)
(n,Xp)
(n,Xd)
(n,Xt)
(n,X3He)
(n,Xα)
------------
ν-total
ν-d
ν-p
|
