Question: kepler Problem: Hamilton formalism a) Construct the Lagrange function in spherical coordinates (r, , ). b) Specify the canonical momenta (p_r, p_, p_). c) Write

kepler Problem: Hamilton formalism

a) Construct the Lagrange function in spherical coordinates (r, , ).

b) Specify the canonical momenta (p_r, p_, p_).

c) Write down the corresponding Hamiltonian in spherical coordinates.

d) State the cyclic coordinates.

kepler Problem: Hamilton formalisma) Construct the Lagrange function in spherical coordinates

2) Hamilton Formalism: Kepler Problem a) Set up the Lagrangian Function in Spherical Coordinates (r, 0 , 9). b) Momentum Inputs: Specify the canonical pulses (Pr, PO, P Q). c) Set up the corresponding Hamiltonian function in spherical coordinates. d) Specify the cyclic coordinates

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