oblate spheroidal harmonics造句
造句与例句
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- The product of the three solutions is called an " oblate spheroidal harmonic " and the general solution to Laplace's equation is written:
- As is the case with spherical coordinates and spherical harmonics, Laplace's equation may be solved by the method of separation of variables to yield solutions in the form of "'oblate spheroidal harmonics "', which are convenient to use when boundary conditions are defined on a surface with a constant oblate spheroidal coordinate.
- As is the case with spherical coordinates, Laplaces equation may be solved by the method of separation of variables to yield solutions in the form of "'oblate spheroidal harmonics "', which are convenient to use when boundary conditions are defined on a surface with a constant oblate spheroidal coordinate ( See Smythe, 1968 ).
- It's difficult to see oblate spheroidal harmonics in a sentence. 用oblate spheroidal harmonics造句挺难的
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