Interactions of High Energy Particles with Nuclei |
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Page 1
... to learn something about the nature of the ( 3 , 3 ) resonance because the exclusion principle ( due to the many particle structure of the target ) may distort the resonance and this distortion may depend on its internal structure .
... to learn something about the nature of the ( 3 , 3 ) resonance because the exclusion principle ( due to the many particle structure of the target ) may distort the resonance and this distortion may depend on its internal structure .
Page 11
Otherwise one should realize that k , depends on d which sits in the Fourier transform of the shadow . Hence , away from the scatterer , one would guess the following shape of the wave ( compare D. R. Yennie article in [ S3 ] ) : 1 eik ...
Otherwise one should realize that k , depends on d which sits in the Fourier transform of the shadow . Hence , away from the scatterer , one would guess the following shape of the wave ( compare D. R. Yennie article in [ S3 ] ) : 1 eik ...
Page 13
... +8 ; ( « ) ) = Ỹji ( b + s , ( a ) ) Then the formula ( 3.2 ) reduces to ( 3.3 ) : M = = ik 2π ik - 2π , ( it does not depend on 7 when all nucleons are " equivalent " ) đ3b exp ( i △ · b ) [ d23⁄4 ̧ ...
... +8 ; ( « ) ) = Ỹji ( b + s , ( a ) ) Then the formula ( 3.2 ) reduces to ( 3.3 ) : M = = ik 2π ik - 2π , ( it does not depend on 7 when all nucleons are " equivalent " ) đ3b exp ( i △ · b ) [ d23⁄4 ̧ ...
Page 15
If these geometric characteristics do not depend on energy , one gets the total cross section ( from the optical theorem ) which is energy independent . So , it seems to be difficult to reconcile this model with the recent evidence for ...
If these geometric characteristics do not depend on energy , one gets the total cross section ( from the optical theorem ) which is energy independent . So , it seems to be difficult to reconcile this model with the recent evidence for ...
Page 26
... in this approximation , does not depend on spins . So , if not for the S12 term in ( 3.10 ) , we would have ( m | M | m ' ) = 0 for mm ' . In fact the ( m | | m ' ) contributions are indeed the most important but they always lead to ...
... in this approximation , does not depend on spins . So , if not for the S12 term in ( 3.10 ) , we would have ( m | M | m ' ) = 0 for mm ' . In fact the ( m | | m ' ) contributions are indeed the most important but they always lead to ...
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