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中国物理学会期刊

阻尼最速落径问题和约束与运动定理的联系

CSTR: 32037.14.aps.63.070201

Damped brachistochrone problem and the relation between constraint and theorem of motion

CSTR: 32037.14.aps.63.070201
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  • 研究阻尼的和带有非零初速的最速落径问题;根据这些问题的讨论,指出对某些系统运动定理能够作为约束,而且这种约束是完整的或是非完整的 与微分运动定理是可积的或是不可积的相关联.

     

    The damped brachistochrone problem and that with non-zero initial velocity are studied. Based on the discussion of these problems, one may take theorems of motion as constraints for some systems, and whether the constraints are holonomic or nonholonomic is related to the fact that the differential theorems of motion are integrable or non-integrable.

     

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