spherical coordinates वाक्य
उदाहरण वाक्य
मोबाइल
- See spherical coordinates and cylindrical coordinates.
- The above is found by computing the following double integral using the unit surface element in spherical coordinates:
- In polar coordinates, Laplace's equation is ( see Del in cylindrical and spherical coordinates ):
- I was mucking around with spherical coordinates, but it seems this would be the better approach ).
- Let ?, ?, and ? be spherical coordinates for the source point " P ".
- The current produces a voltage across a shunt resistance, which is resolved to spherical coordinates by a microprocessor.
- It is convenient to use spherical coordinates, and the wavefunction can be separated into functions of each coordinate,
- Curvilinear coordinate systems, such as cylindrical or spherical coordinates, are often used in physical and geometric problems.
- Within a spherically symmetric mass distribution, it is possible to solve Poisson's equation in spherical coordinates.
- :In spherical coordinate systems mathematicians traditionally use & theta; for elevation and & phi; for azimuth.
- :: : You use spherical coordinates or a related system, which is basically what you are describing.
- For example, the equations in this article can be used to write Maxwell's equations in spherical coordinates.
- In addition to the above measures, to calculate prayer times for a specific location we need its spherical coordinates.
- That step is invalid in spherical coordinates, because subtracting vectors in spherical coordinates just does not work that way.
- That step is invalid in spherical coordinates, because subtracting vectors in spherical coordinates just does not work that way.
- Here, we have assumed a spherical coordinate system in which the-axis is aligned with the beam direction.
- I will introduce a set of spherical coordinates and define a function F ( ?, ? ) on it.
- Spherical coordinates as often used in " mathematics " : radial distance, azimuthal angle, and polar angle.
- In particular, it occurs when solving Laplace's equation ( and related partial differential equations ) in spherical coordinates.
- I may be mistaken, but would you be trying to find the angle between two vectors given in spherical coordinates?
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