The construction of a third-order secular analytical J-S-U-N theory by the Hori-Lie technique. Part 2: Determination of (F1s, F2s, F3s) and (F1c, F2c)

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Hamiltonian Functions, Jupiter (Planet), Neptune (Planet), Planetary Orbits, Saturn (Planet), Uranus (Planet), Canonical Forms, Mathematical Models, Poincare Problem, Poisson Equation

Scientific paper

We expand both parts, the principal and indirect, of the Hamiltonian function up to the third order in the masses for the four major planets Jupiter-Saturn-Uranus-Neptune. Accordingly we write down the secular terms of F1, F2, F3 and the critical terms of F1, F2 in terms of the canonical variables of H. Poincare neglecting powers higher than the second in H, K, P, Q.

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