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The method

if we define a spectral weighting factor: f(E) so that:

 

E

dEEf

Ef r

Er

1 ) (

,) ( )(

) ,(

)1(

)

(

1 4

,

,

)ˆ,(

,

)ˆ,(

ˆ

pr r

P

p

gpq

g scat q

rg gt

rg

 

   

Our equations

become:

1 1'

)2(

0

) ,(

1'

)( ' , ,

)(

' ,,

)ˆ,( ,

gE gE

l

l

l m

m

lY

G

g

r gml

rg gls

rg scat

q

 



 



1

1

)3(

'

)' ( )

,(,

'

)(

' ,,

gE

gE

dEdE EfE Erls

gE gE

rg gls



 

1

)4(

4

'

)ˆ(

) ( )ˆ,(

) ( )( ,

)( , ,

gE

dE d m

lYEf

r

gE

gE

dEEf rml

rgml







 

 

)5(

) ( ) ,(

)( ,

dEEfErt

gE

rgt

 

All that is left then is to discretize direction and space and solve iteratively!