coulomb excitation data analysis codes; gosia 2007 - Physics and ...

5.31 INPUT OF EXPERIMENTAL γ-RAY YIELDS FROM COULOMB EX-CITATIONThe experimental γ-ray yields from the Coulomb excitation experiments should be put in a separate fileTAPE3. (See also OP,FILE in section 5.9). GOSIA then creates TAPE4 if OP,CORR is executed.The structure of the file is as follows:IEXP, NG, ZP, AP, EP, ND, WTexperiment and data set.This header record appears before the experimental yields for eachIEXP This is the experiment number. The experiments must be input in the same order as used forEXPT and OP,YIEL.NGZPAPEPNDNumber of data sets for experiment IEXP. is equivalent to the OP,YIEL NDST.Charge number of the projectile.Mass number of the projectile.Bombarding energy of the projectile (MeV).Number of experimental γ-ray yields to be in-put for the specific IEXP and data set.WTThe weighting factor assigned to a given data set (see Eq.3.25). Normally WT=1.0. This weightfactor can be made less than one or zero to reduce or switch off respectively the influence of thisparticular data set.All the entries of the header, except WT and ND, are used only for reprint of experimental data,thereforeusingthevaluesdefined in EXPT and OP,YIEL inputs is not strictly required. Nevertheless, it isrecommended to enter IEXP,ZP,AP,EP and NG according to the previous definition to make sure thatthe sequence of experimental yields is correct.Each header should be trailed by ND records for that particular experiment and data set. The formatis:II, IF, Y, ∆Ywhere:IIIFY,DYInitial level index.Final level index.The arbitrarily normalized γ-ray yield for transitionII → IF with absolute experimental error ±∆Y .For unresolved doublets, consisting of the II1 → IF1 transition plus the II2 → IF2 transition, the inputformat is: (100 ∗ II1+II2), (100 ∗ IF1+IF2), Y 1 + Y 2 , ∆(Y 1 + Y 2 ) where:II1,II2 Are the initial level indices for transition 1 and 2.IF1,IF2 Are the final level indices for transition 1 and 2.Y 1 + Y 2 , ∆(Y 1 + Y 2 )Is the summed yield of the unresolved transitionsII1 → IF12 and II2 → IF2 with error ±∆(Y 1 + Y 2 ).There are no restrictions regarding the sequence of the experimental data within the single data set. Datasets within an experiment should be ordered according to the highest logical detector index. If no clustersare defined (see OP,RAW) this is equivalent to ordering the data sets according to the sequence of logicaldetectors defined in OP,YIEL.117