Math, asked by diphabra, 8 months ago

If for a certain mechanical system H = p2q2 – u pq, where u is a real constant,
then show that pq is a constant of motion.

Answers

Answered by prasadvinit1102

If the Hamiltonian of a dynamical system is given by H=p1q1–p2q2–aq12+bq22 where a, b are constants, show that p2-bd241= constant. (2) If H ... (3) The Lagrangian for the motion of a particle in a rotating frame is L=12m-r'2+12m (U2012+x22)+m (U(x1x'2–x2x. ... =PQ dFdt where F is a function of q and p.

Aapko India ki kasam u hve to mark me as brainliest.

Previous Question

Next Question

If for a certain mechanical system H = p2q2 – u pq, where u is a real constant,then show that pq is a constant of motion.​

Answers

If for a certain mechanical system H = p2q2 – u pq, where u is a real constant,
then show that pq is a constant of motion.