MATH CALCULATOR
Torus Volume Calculator
Calculate the volume of a torus using our online calculator.
What is the Torus Volume Calculator & How does it work?
A torus is a three-dimensional shape formed by revolving a circle in a plane around an axis that lies in the same plane but does not intersect the circle. The volume of a torus can be calculated using the formula:This formula arises because the volume is essentially the area of the circle multiplied by the circumference of the path it traces out as it rotates.
V = 2pi^2 Rr^2
R = major radius (distance from the center of the tube to the center of the torus)
r = minor radius (radius of the tube)
r = minor radius (radius of the tube)
Parameters
Volumeβ
Frequently Asked Questions
What is the formula for calculating the volume of a torus?
The volume of a torus is calculated using the formula V = 2ΟΒ²RrΒ², where R is the major radius and r is the minor radius.
How do I find the major radius of a torus?
The major radius (R) is the distance from the center of the tube to the center of the torus.
What does the minor radius represent in a torus?
The minor radius (r) is the radius of the tube that forms the torus.
Can I use this calculator for any shape besides a torus?
No, this calculator is specifically designed to calculate the volume of a torus using its major and minor radii.
What units should I use when entering the radii?
You can use any consistent unit of length (e.g., meters, inches) for both the major and minor radii.
How accurate is this calculator's volume calculation?
The calculator provides a precise volume calculation based on the formula V = 2ΟΒ²RrΒ².
Is there a maximum value for the radii that I can input?
There isn't a strict maximum, but very large values might result in computational limitations or overflow errors.
Results are for informational purposes only and do not constitute professional advice.