How to Calculate Height of Spherical Segment given Total Surface Area and Radius?
Height of Spherical Segment given Total Surface Area and Radius calculator uses Height of Spherical Segment = ((Total Surface Area of Spherical Segment-pi*(Base Radius of Spherical Segment^2+Top Radius of Spherical Segment^2))/(2*pi*Radius of Spherical Segment)) to calculate the Height of Spherical Segment, The Height of Spherical Segment given Total Surface Area and Radius formula is defined as the vertical distance between top and bottom circular faces of the Spherical Segment, and calculated using the total surface area and radius of Spherical Segment. Height of Spherical Segment is denoted by h symbol.
How to calculate Height of Spherical Segment given Total Surface Area and Radius using this online calculator? To use this online calculator for Height of Spherical Segment given Total Surface Area and Radius, enter Total Surface Area of Spherical Segment (TSA), Base Radius of Spherical Segment (r_{Base}), Top Radius of Spherical Segment (r_{Top}) & Radius of Spherical Segment (r) and hit the calculate button. Here is how the Height of Spherical Segment given Total Surface Area and Radius calculation can be explained with given input values -> 5.00986 = ((830-pi*(10^2+8^2))/(2*pi*10)).