So the subject title is self-descriptive. My question is how can I calculate the area of a solid of revolution with the information below:
• Cross section area (the cross section is a closed polygon without holes)
• Volume of revolution
• Volume Centroid coordinates
Take for example a rectangle revolved around the "x" axis which form a ring once is revolved. Data for the example:
• Cross section (rectangle): 368.97
• Volume of revolution: 1313668.59513298
• Volume Centroid coordinates: (921.45, 1.36117994286124e-13, -2.26863323810207e-14)
Any examples are welcomed.