Sökning: "claes waksjö"
Hittade 2 avhandlingar innehållade orden claes waksjö.
1. Determination of separation coordinates for potential and quasi-potential Newton systems
Sammanfattning : When solving Newton systems q = M(q), q ϵ Rn, by the method of separation of variables, one has to determine coordinates in which the related Hamilton-Jacobi equation separates.The problem of finding separation coordinates for potential Newton systems q = -∇V (q) goes back ta Jacobi. LÄS MER
2. Stäckel multipliers in Euclidean space
Sammanfattning : In order to apply the method of separation of variables to the natural Hamilton-Jacobi equation in Euclidean space, one has to find new curvilinear coordinates in which the transformed equation admits a complete separated solution . For a potential V(q) given in Cartesian coordinates, the main difficulty is to decide if such a transformation x(q) exists and to effectively determine it explicitly. LÄS MER
