泊松括号
- 网络poisson bracket
泊松括号-
运用泊松括号，依据运动积分判别式，证明了质点受有心力作用时，其动量矩是运动积分的问题。
Based on the Poisson bracket and the discriminant of integral of motion , we prove the problem that the moment of momentum is the integral of motion when the mass point is affected by central force .
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Dirac把量子力学的对易关系类比于经典力学中的泊松括号，建立起非相对论量子力学中的普遍变换理论.但是该理论本身能否再发展呢？
Dirac connected the quantum mechanical commutators with the classical Poisson brackets , and established the transformation theory for non-relativistic quantum mechanics .
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Vinti问题三阶解及其基本根数系统的泊松括号
The third order solution of vinti 's problem and the poisson 's brackets of elements
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分析力学和量子力学的泊松括号
Poisson 's bracket in analytical mechanics and quantum mechanics