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Modifier Codes for SF8

1K2         Modifier for Legendre or Cosine coefficients of the    
               form k**2 d-Sig/d-Omega = Sum(a(L)*p(L)), where       
               k = wave vector                                       
2AG         times 2 * isotopic abund. and stat. weight factor      
2G          times 2 * statistical weight factor                    
2L2         Modifier for Legendre or Cosine coefficients of the    
               form d-Sig/d-Omega = (1/2)Sum((2L+1)*a(L)*p(L))       
4AG         times 4 * isotopic abund. and stat. weight factor      
4PI         times 4 pi                                             
AA          Adler-Adler formalism                                  
               for resonance parameters                              
AG          times isotopic abund. and stat. weight factor          
AL1         Coefficients for first-order associated Legendre       
               functions of the first kind                           
AMP         Amplitude (for resonance parameters)                   
ANA         Vector analyzing power, A(y), for incident beam        
ASY         Asymmetry of polarization of outgoing particles        
AXX         Tensor analyzing power, Cartesian coord.               
AYY         Tensor analyz.power,inc.proj.spin normal to scatt.plane
               Tensor analyzing power, incident projectile spin      
               normal to scattering plane                            
AZZ         Tensor analyz.power,inc.proj.spin parall.to scatt.plane
               Tensor analyzing power, incident projectile spin      
               parallel to beam direction in scattering plane        
C           Spin correlation parameter                             
COS         Cosine coefficients                                    
CS2         Coefficients of the form d-Sig/d-Omega = a(0) +        
               a(1)*Sin**2(Theta) + a(2)*Sin**2(Theta)*Cos(Theta) +  
               a(3)*Sin**2(Theta)*Cos**2(Theta)                      
D           Spin rotation parameter                                
DSP         Difference for spins parallel - antiparallel           
DT          production thick/thin target yield                     
G           times statistical weight factor                        
IPA         integrated over partial angular range                  
K           Spin transfer parameter                                
L4P         Modifier for Legendre or Cos coefficients of the form  
               4pi*d-Sig/d-Omega =Sum((2L+1)*a(L)*p(L))              
LEG         Legendre coefficients                                  
LIM         Modifier for a resonance integral given for a          
                             limited EN-range only                   
MOT         relative to Mott scattering                            
MXD         Spectrum rel.to Maxw.distr.of given temperature        
NCP         Non-coplanar                                           
NSF         Non-spin-flip                                          
PHY         Physical yield                                         
PP          Inc.proj.parallel/perpendicular to reac.plane          
RES         at peak of resonance                                   
RG          times (2J(i)+1) * (2J(j)+1)                            
RM          Reich-Moore formalism                                  
               for resonance parameters                              
RMT         R-matrix formalism                                     
               for resonance parameters                              
RNV         Non-1/v part                                           
               of cross-section or resonance-integral                
RS          Times 4pi/Sigma                                        
               Modifier for diff.cross-sections 4pi/Sig d-Sig/d-Omega
               and for Legendre or Cosine coefficients of the form:  
               (4pi/Sig)*(d-Sig/d-Omega) = Sum(a(L)*p(L))            
RS0         Modifier for Legendre or Cosine coefficients of the    
               form:                                                 
               (d-Sig/d-Omega)/(d-Sig/d-Omega at 0 deg)=Sum(a(L)*p(L)
RSD         Modifier for Legendre or Cosine coefficients of the    
               form:                                                 
               (d-Sig/d-Omega)/(d-Sig/d-Omega at 90 deg) =           
               = 1 +Sum(a(L)*p(L))                                   
               Also modifier for angular distributions of the form:  
               Sig(Theta)/Sig(90deg) and for the anisotropy-coeff    
               Sig(0)/Sig(90deg)                                     
RSL         Modifier for Legendre or Cosine coefficients of the    
               form:                                                 
               (4pi/Sig)*(d-Sig/d-Omega)=Sum((2L+1)*a(L)*p(L))       
RTE         times square-root(E)                                   
RTH         relative to Rutherford scattering                      
RV          1/v part only                                          
S0          times total peak cross section                         
S2T         Coefficients of the form: d-Sig/d-Omega =              
               a(0) + A(1)*sin**2(Theta) + a(2)*sin**2(2*Theta)      
SF          Spin flip                                              
SFC         S-factor                                               
SN2         Coefficients for a sum in power of Sine**2             
SQ          Quantity squared                                       
SRF         Spin rotation function                                 
SS          Spin-spin cross section                                
TAP         Tensor analyzing power, spherical coordinates          
TM          per 1 MeV target thickness (for thick target yields)   
TRN         Transmission                                           
TST         Total spin transfer                                    
TT          Measured for thick target                              
VAP         Vector analyzing power, spherical coordinates          
VGT         Vogt formalism                                         
               for resonance parameters                              
              =======================================================
              The following modifiers may be added to any quantity   
              code without entry in Dictionary 36.  These general    
              quantity modifiers must be coded after any modifier    
              included in Dictionary 36.                             
              =======================================================
(A)         Uncertain if corrected for natural isotopic abund.     
               Unclear whether corrected for natural isotopic        
               abundance of target. To be used only when data are    
               given for an isotope, but were measured on a target   
               with natural isotopic composition.                    
               For enriched targets use modifier 'FCT' instead.      
A           Data times natural isotopic abundance                  
               To be used only when data are given for an isotope,   
               but were measured on a target with natural isotopic   
               composition. For enriched targets use modifier        
               'FCT' instead.                                        
AV          Average                                                
FCT         times a factor (see text)                              
MSC         Approximate definition only, see REACTION text         
               ==Note==This is approximate definition only, see text 
               General purpose modifier for unusual data types. Exact
               definition is given in free text following the        
               reaction code. Use with code from dict.36 which is    
               closest to data given.                                
RAW         Raw data (see REACTION text)                           
REL         Relative data                                          
               To be combined with arbitrary units.                  
               Otherwise use 'FCT'.                                  
BRA         Bremsstrahlung spectrum average                        
BRS         Average over part of bremsstrahlung spectrum           
EPI         Epithermal neutron spectrum average                    
FIS         Fission spectrum average                               
FST         Fast reactor neutron spectrum average                  
MXW         Maxwellian average                                     
               The appropriate spectrum temperature is to be given   
               under data heading 'KT', or the mean energy under     
               'EN-MEAN' (if given by author) or 'EN-DUMMY' (if      
               assumed by compiler).                                 
               ==Note== 'MXW' previously meant 'thermal Maxwellian   
               average'.                                             
SPA         Spectrum average