Volume of Prolate Spheroid Calculator

Prolate Spheroid is a three-dimensional shape which looks like a stretched or a flattened sphere. In other words, it can be defined as an ellipsoid having two equal semi-diameters. To find the volume of the prolate spheroid, we can use the formula (4/3) x Πb2a, where 'a' and 'b' are Semi Axes and π is equal to 3.14. This volume of prolate spheroid calculator can be used to calculate the volume of the prolate spheroid from the known values of semi axes (a and b).

Prolate Spheroid is a three-dimensional shape which looks like a stretched or a flattened sphere. In other words, it can be defined as an ellipsoid having two equal semi-diameters. To find the volume of the prolate spheroid, we can use the formula (4/3) x Πb2a, where 'a' and 'b' are Semi Axes and π is equal to 3.14. This volume of prolate spheroid calculator can be used to calculate the volume of the prolate spheroid from the known values of semi axes (a and b).

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Formula:

Volume of Prolate Spheroid V = (4/3) × Πb2a Where, V = Volume a = Semi Axes b = Semi Axes

Example

The volume of the prolate spheroid with semi axes a and b as 5 and 10 m can be calculated as
V = 4/3 [(3.14 x 10 x 10 x 5)]
V = 4/3 [1570]
V = 2094.3951 m3


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