与协变外微分有关的积分公式及其在物理学中的应用

Integral formula in connection with covariant exterior differential and its application in physics

得到了与协变外微分有关的积分重数转换公式,用以解决被积函数与取任意阶张量值的微分形式有关的积分重数转换问题.此外,还可用它简便地将由规范势构成的不可积相位,用规范场的场强表示出来,进而求得规范荷的对偶荷.它还包含了斯托克斯公式.

The integral formula in connection with covariant exterior differential is arrived.Therefore,we may use it to solve the problem of integral within integrand in connection with differential form of any order tensor.For example,in use integral formula,that non-integrable phase consist of the gauge potential may be simply and conveniently represented by the intensity of gauge field,and then the dual charge of gauge charge may be found out. This integral formula includes Stokes formula.