spherical coordinate system

Use will be made of these spherical coordinate system relations in the next section.

A number of different spherical coordinate systems following other conventions are used outside mathematics.

It is akin to an arrow in the spherical coordinate system.

A spherical coordinate system to specify locations on the surface of the earth.

The relationship of those segments in three-dimensional space using a spherical coordinate system.

These expressions are given in a spherical coordinate system.

Note that dΩ is expressed in a spherical coordinate system.

The analytical solution is obtained by using a spherical coordinate system of reference.

The spherical coordinate system is also commonly used in 3D game development to rotate the camera around the player's position.

"Azimuth is a maritime measure in a spherical coordinate system," King says.

Sub-reflector is defined in the spherical coordinate system centred at the feed.

In a spherical coordinate system, the radius describes the distance of a point from a fixed origin.

Legendre functions have widespread applications in which spherical coordinate system is appropriate.

When combined with the altitude above the horizon, it defines an object's current position in the spherical coordinate system.

Spherical robots have an arm which forms a spherical coordinate system.

For example, surfaces defined in polar, cylindrical, and spherical coordinates systems can be represented.

The normal vector uses a spherical coordinate system.

In astronomy there are a series of spherical coordinate systems that measure the elevation angle from different fundamental planes.

“It could be providing a spherical coordinate system that the animal could use for spatial positioning,” he said.

He invented an observational instrument known as the torquetum, a mechanical device to transform between spherical coordinate systems.

The fundamental plane in a spherical coordinate system is a plane which divides the sphere into two hemispheres.

The spherical coordinate system generalises the two-dimensional polar coordinate system.

As a torus is the product of two circles, a modified version of the spherical coordinate system is sometimes used.

Spherical coordinate system (3D)

The relation of Cartesian and spherical polars is given in Spherical coordinate system.