| 单词 |
elliptic coordinates |
| 释义 |
Elliptic Coordinates
elliptic coordinates[ə′lip·tik kō′ȯrd·ən·əts] (mathematics) The coordinates of a point in the plane determined by confocal ellipses and hyperbolas. Elliptic Coordinates coordinates associated with a family of confocal ellipses and hyperbolas. The relation between the elliptic coordinates of a point M and its Cartesian coordinates x and y is give by the equations x = c cosh u cos v and y = c sinh u sin v. |
| 随便看 |
- cadherin 1
- cadherin 10, type 2
- cadherin 11, type 2, ob-cadherin
- cadherin 12, type 2
- cadherin 13, h-cadherin
- cadherin 15, m-cadherin
- cadherin 15, type 1, m-cadherin
- cadherin 16, ksp-cadherin
- cadherin 17, li cadherin
- cadherin 18, type 2
- cadherin 19, type 2
- cadherin 1, e-cadherin
- cadherin 1, type 1, e-cadherin
- cadherin 20, type 2
- cadherin 21
- cadherin-22
- cadherin 22, type 2
- cadherin-23
- cadherin-24
- cadherin 24, type 2
- cadherin-25
- cadherin 26
- cadherin-27
- cadherin 2, n-cadherin
- cadherin 2, type 1, n-cadherin
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