Kagemoto and Yue Interaction Theory: Difference between revisions
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This is an interaction theory that provides the exact solution (i.e. it is not based on a [[Wide Spacing]] approximation. | This is an interaction theory that provides the exact solution (i.e. it is not based on a [[Wide Spacing]] approximation. | ||
The theory uses the [[Cylindrical Eigenfunction Expansion]] and [[Graf's Addition Theorem]] to represent | The theory uses the [[Cylindrical Eigenfunction Expansion]] and [[Graf's Addition Theorem]] to represent | ||
the | the potential in local co-ordinates. | ||
The theory is described in [[Kagemoto_Yue_1987a|Kagemoto and Yue 1987]] and in | |||
[[Peter_Meylan_2004a|Peter and Meylan 2004]] | |||
Revision as of 23:36, 5 May 2006
This is an interaction theory that provides the exact solution (i.e. it is not based on a Wide Spacing approximation. The theory uses the Cylindrical Eigenfunction Expansion and Graf's Addition Theorem to represent the potential in local co-ordinates.
The theory is described in Kagemoto and Yue 1987 and in Peter and Meylan 2004
