檢視 *.IQEALL 的原始碼

Format is 
 vg  vd  vs  JG_total JD_total JS_total JnG JnD JnS  JpG JpD JpS  J_radiative J_nonradiative J_Auger  IQE/Jn_in nonradiative/Jn_in Auger/Jn_in Rad/Jp_in nonradiative/Jp_in Auger/Jp_in
 error maximum_T  average_T  <math>N_{region} </math> (par%radsum(j),j=1,n) (par%nonradsum(j),j=1,n) (par%augersum(j),j=1,n)

, which is equal to 

 vg  vd  vs  <math> J_{G,total} ~~ J_{D,total}~~ J_{S,total}   JnG ~~ JnD  ~~ JnS   ~~JpG   ~~JpD  ~~ JpS v J_{radiative}  ~~ J_{nonrad}   ~~J_{Auger}   ~~ eR_{rad}/Jn_{in}  ~~ eR_{nonrad}/Jn_{in}  </math> <math> ~~ eR_{Auger}/Jn_{in}  ~~ eR_{rad}/Jp_{in} ~~ eR_{nonrad}/Jp_{in}  ~~ R_{Auger}/Jp_{in} ~~ error  ~~ T_{max}  ~~T_{ave} ~~N_{region} </math> <math> ~~R_{rad,1} ~~R_{rad,2}  ~~R_{rad,3} ...  ~~R_{rad,N_{region}}  </math> <math>  ~~R_{nonrad,1} ~~R_{nonrad,2}  ~~R_{nonrad,3} ...  ~~R_{nonrad,N_{region}} </math> <math>   ~~R_{Auger,1} ~~R_{Auger,2}  ~~R_{Auger,3} ...  ~~R_{Auger,N_{region}} </math>