Symon3-46

V(r) = k r^4 K70\nF = mv^2 / r = 4K r^3 - k^2 = 4K r^4 / m\n* L = r m v = r m z^2 / m = z^2 (K m)\n\nE = 1/2 m v^2 + K v^2 / 2 = 2K v^4 + K v^2 / 2 <=> 2m^2 v^2 = 3K r^4 + L^2\n2m^2 v^2 = zm^2\n\n* vT - vR = BTR - T = πm / T = π ( K / 2 / m ) K ~ 1 / K\n\notro modo\nPara N circula v^2 = 0\nL - 4K = L = z^2( 7 m^2 / 3)\nL = r m v^2 * 4K / m\n\nComo a esta circunstancia. d = ω. d - ω = π/ 17 - z (d / m)\nω = 1/m d^2/ dx1\nv2 = K^2 / L^2\n\nm^f1 = K^2\nd^2/ dt^2 • 4K d^2 = -4K z K > 0\nm^f1 = 12K^2 + 3K^3 - 12K^2 m K + 3K4n^2 = 4K ?\n\nW = 1/2 K^2 / m