TENDL-2015 Nuclear data library

Gamma sub-library for Ho (Z=67) and A=151: Tabular production and total cross sections

Production and total cross sections
Reaction # 67Ho(g,x)a 67Ho(g,x)d 67Ho(g,x)g 67Ho(g,x)he3 67Ho(g,non) 67Ho(g,x)n 67Ho(g,x)p 67Ho(g,tot) 67Ho(g,x)t
Partial cross sections
Reaction # 67Ho(g,g) 67Ho(g,g) 67Ho(g,g) 67Ho(g,a)
Reaction # 67Ho(g,a) 67Ho(g,a) 67Ho(g,2a) 67Ho(g,3a)
Reaction # 67Ho(g,3a) 67Ho(g,3a) 67Ho(g,He3) 67Ho(g,He3)
Reaction # 67Ho(g,He3) 67Ho(g,He3+a) 67Ho(g,He3+2a) 67Ho(g,He3+2a)
Reaction # 67Ho(g,He3+2a) 67Ho(g,t) 67Ho(g,t+a) 67Ho(g,t+2a)
Reaction # 67Ho(g,t+He3) 67Ho(g,t+He3) 67Ho(g,t+He3) 67Ho(g,t+He3+a)
Reaction # 67Ho(g,t+He3+a) 67Ho(g,t+He3+a) 67Ho(g,d) 67Ho(g,d)
Reaction # 67Ho(g,d) 67Ho(g,d+a) 67Ho(g,d+a) 67Ho(g,d+a)
Reaction # 67Ho(g,d+2a) 67Ho(g,d+2a) 67Ho(g,d+2a) 67Ho(g,d+He3)
Reaction # 67Ho(g,d+He3+a) 67Ho(g,d+t) 67Ho(g,d+t) 67Ho(g,d+t)
Reaction # 67Ho(g,d+t+a) 67Ho(g,d+t+a) 67Ho(g,d+t+a) 67Ho(g,d+t+2a)
Reaction # 67Ho(g,d+t+2a) 67Ho(g,d+t+2a) 67Ho(g,d+t+He3) 67Ho(g,d+t+He3+a)
Reaction # 67Ho(g,d+t+He3+a) 67Ho(g,d+t+He3+a) 67Ho(g,2d) 67Ho(g,2d)
Reaction # 67Ho(g,2d) 67Ho(g,2d+a) 67Ho(g,2d+2a) 67Ho(g,2d+2a)
Reaction # 67Ho(g,2d+2a) 67Ho(g,2d+He3) 67Ho(g,2d+He3+a) 67Ho(g,2d+He3+a)
Reaction # 67Ho(g,2d+He3+a) 67Ho(g,2d+t) 67Ho(g,2d+t+a) 67Ho(g,2d+t+He3)
Reaction # 67Ho(g,2d+t+He3) 67Ho(g,2d+t+He3) 67Ho(g,p) 67Ho(g,p+a)
Reaction # 67Ho(g,p+2a) 67Ho(g,p+He3) 67Ho(g,p+He3+a) 67Ho(g,p+He3+a)
Reaction # 67Ho(g,p+He3+a) 67Ho(g,p+t) 67Ho(g,p+t) 67Ho(g,p+t)
Reaction # 67Ho(g,p+t+a) 67Ho(g,p+t+2a) 67Ho(g,p+t+2a) 67Ho(g,p+t+2a)
Reaction # 67Ho(g,p+t+He3) 67Ho(g,p+t+He3+a) 67Ho(g,p+t+He3+a) 67Ho(g,p+t+He3+a)
Reaction # 67Ho(g,p+d) 67Ho(g,p+d) 67Ho(g,p+d) 67Ho(g,p+d+a)
Reaction # 67Ho(g,p+d+2a) 67Ho(g,p+d+2a) 67Ho(g,p+d+2a) 67Ho(g,p+d+He3)
Reaction # 67Ho(g,p+d+He3+a) 67Ho(g,p+d+t) 67Ho(g,p+d+t) 67Ho(g,p+d+t)
Reaction # 67Ho(g,p+d+t+a) 67Ho(g,p+d+t+a) 67Ho(g,p+d+t+a) 67Ho(g,p+d+t+He3)
Reaction # 67Ho(g,p+2d) 67Ho(g,p+2d+a) 67Ho(g,p+2d+He3) 67Ho(g,p+2d+He3)
Reaction # 67Ho(g,p+2d+He3) 67Ho(g,p+2d+t) 67Ho(g,2p) 67Ho(g,2p)
Reaction # 67Ho(g,2p) 67Ho(g,2p+a) 67Ho(g,2p+2a) 67Ho(g,2p+He3)
Reaction # 67Ho(g,2p+He3+a) 67Ho(g,2p+t) 67Ho(g,2p+t+a) 67Ho(g,2p+t+He3)
Reaction # 67Ho(g,2p+t+He3) 67Ho(g,2p+t+He3) 67Ho(g,2p+d) 67Ho(g,2p+d+a)
Reaction # 67Ho(g,2p+d+a) 67Ho(g,2p+d+a) 67Ho(g,2p+d+He3) 67Ho(g,2p+d+t)
Reaction # 67Ho(g,2p+2d) 67Ho(g,3p) 67Ho(g,3p+a) 67Ho(g,3p+He3)
Reaction # 67Ho(g,3p+t) 67Ho(g,3p+d) 67Ho(g,4p) 67Ho(g,n)
Reaction # 67Ho(g,n) 67Ho(g,n) 67Ho(g,n+a) 67Ho(g,n+a)
Reaction # 67Ho(g,n+a) 67Ho(g,n+2a) 67Ho(g,n+2a) 67Ho(g,n+2a)
Reaction # 67Ho(g,n+3a) 67Ho(g,n+3a) 67Ho(g,n+3a) 67Ho(g,n+He3)
Reaction # 67Ho(g,n+He3) 67Ho(g,n+He3) 67Ho(g,n+He3+a) 67Ho(g,n+He3+2a)
Reaction # 67Ho(g,n+He3+2a) 67Ho(g,n+He3+2a) 67Ho(g,n+t) 67Ho(g,n+t)
Reaction # 67Ho(g,n+t) 67Ho(g,n+t+a) 67Ho(g,n+t+a) 67Ho(g,n+t+a)
Reaction # 67Ho(g,n+t+2a) 67Ho(g,n+t+2a) 67Ho(g,n+t+2a) 67Ho(g,n+t+He3)
Reaction # 67Ho(g,n+t+He3+a) 67Ho(g,n+d) 67Ho(g,n+d+a) 67Ho(g,n+d+2a)
Reaction # 67Ho(g,n+d+He3) 67Ho(g,n+d+He3) 67Ho(g,n+d+He3) 67Ho(g,n+d+He3+a)
Reaction # 67Ho(g,n+d+He3+a) 67Ho(g,n+d+He3+a) 67Ho(g,n+d+t) 67Ho(g,n+d+t+a)
Reaction # 67Ho(g,n+d+t+a) 67Ho(g,n+d+t+a) 67Ho(g,n+d+t+He3) 67Ho(g,n+d+t+He3)
Reaction # 67Ho(g,n+d+t+He3) 67Ho(g,n+2d) 67Ho(g,n+2d) 67Ho(g,n+2d)
Reaction # 67Ho(g,n+2d+a) 67Ho(g,n+2d+a) 67Ho(g,n+2d+a) 67Ho(g,n+2d+He3)
Reaction # 67Ho(g,n+2d+t) 67Ho(g,n+2d+t) 67Ho(g,n+2d+t) 67Ho(g,n+p)
Reaction # 67Ho(g,n+p) 67Ho(g,n+p) 67Ho(g,n+p+a) 67Ho(g,n+p+a)
Reaction # 67Ho(g,n+p+a) 67Ho(g,n+p+2a) 67Ho(g,n+p+2a) 67Ho(g,n+p+2a)
Reaction # 67Ho(g,n+p+He3) 67Ho(g,n+p+He3+a) 67Ho(g,n+p+t) 67Ho(g,n+p+t)
Reaction # 67Ho(g,n+p+t) 67Ho(g,n+p+t+a) 67Ho(g,n+p+t+a) 67Ho(g,n+p+t+a)
Reaction # 67Ho(g,n+p+t+He3) 67Ho(g,n+p+d) 67Ho(g,n+p+d) 67Ho(g,n+p+d)
Reaction # 67Ho(g,n+p+d+a) 67Ho(g,n+p+d+He3) 67Ho(g,n+p+d+t) 67Ho(g,n+p+2d)
Reaction # 67Ho(g,n+p+2d) 67Ho(g,n+p+2d) 67Ho(g,n+2p) 67Ho(g,n+2p)
Reaction # 67Ho(g,n+2p) 67Ho(g,n+2p+a) 67Ho(g,n+2p+He3) 67Ho(g,n+2p+t)
Reaction # 67Ho(g,n+2p+t) 67Ho(g,n+2p+t) 67Ho(g,n+2p+d) 67Ho(g,n+3p)
Reaction # 67Ho(g,2n) 67Ho(g,2n) 67Ho(g,2n) 67Ho(g,2n+a)
Reaction # 67Ho(g,2n+2a) 67Ho(g,2n+2a) 67Ho(g,2n+2a) 67Ho(g,2n+He3)
Reaction # 67Ho(g,2n+He3) 67Ho(g,2n+He3) 67Ho(g,2n+He3+a) 67Ho(g,2n+He3+a)
Reaction # 67Ho(g,2n+He3+a) 67Ho(g,2n+t) 67Ho(g,2n+t) 67Ho(g,2n+t)
Reaction # 67Ho(g,2n+t+a) 67Ho(g,2n+t+He3) 67Ho(g,2n+t+He3) 67Ho(g,2n+t+He3)
Reaction # 67Ho(g,2n+d) 67Ho(g,2n+d) 67Ho(g,2n+d) 67Ho(g,2n+d+a)
Reaction # 67Ho(g,2n+d+a) 67Ho(g,2n+d+a) 67Ho(g,2n+d+He3) 67Ho(g,2n+d+t)
Reaction # 67Ho(g,2n+d+t) 67Ho(g,2n+d+t) 67Ho(g,2n+2d) 67Ho(g,2n+p)
Reaction # 67Ho(g,2n+p+a) 67Ho(g,2n+p+He3) 67Ho(g,2n+p+He3) 67Ho(g,2n+p+He3)
Reaction # 67Ho(g,2n+p+t) 67Ho(g,2n+p+d) 67Ho(g,2n+p+d) 67Ho(g,2n+p+d)
Reaction # 67Ho(g,2n+2p) 67Ho(g,2n+2p) 67Ho(g,2n+2p) 67Ho(g,3n)
Reaction # 67Ho(g,3n) 67Ho(g,3n) 67Ho(g,3n+a) 67Ho(g,3n+a)
Reaction # 67Ho(g,3n+a) 67Ho(g,3n+He3) 67Ho(g,3n+t) 67Ho(g,3n+t)
Reaction # 67Ho(g,3n+t) 67Ho(g,3n+d) 67Ho(g,3n+d) 67Ho(g,3n+d)
Reaction # 67Ho(g,3n+p) 67Ho(g,3n+p) 67Ho(g,3n+p)