Prolate Spheroid Coordinates Calculator

A prolate spheroid is a spheroid that is 'pointy' instead of 'squashed'. It can also be termed as prolate ellipsoid. It has a closed quadric surface that is a three-dimensional analogue of an ellipse. Co-ordinates x,y and z of Prolate Spheroid can be used to solve various partial differential equations. This prolate spheroid coordinates calculator can be used to find the x coordinate of prolate ellipsoid using the volume and the other two coordinates.

x Coordinate of Prolate Ellipsoid Calculation

A prolate spheroid is a spheroid that is 'pointy' instead of 'squashed'. It can also be termed as prolate ellipsoid. It has a closed quadric surface that is a three-dimensional analogue of an ellipse. Co-ordinates x,y and z of Prolate Spheroid can be used to solve various partial differential equations. This prolate spheroid coordinates calculator can be used to find the x coordinate of prolate ellipsoid using the volume and the other two coordinates.

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Formula:

x Coordinate of Prolate Ellipsoid x = (3 * Volume) / (4 * π * y * z) Where, x = x - Coordinate y = y - Coordinate z = z - Coordinate

Example

Find the prolate spheroid x coordinate with volume 25, y coordinate is 5 and z coordinate 7.
x = (3 * 25) / (4 * π * 5 * 7)
x = 0.1705

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