How to find the volume and surface area of a shape which made from revolution of Koch Snowflake?
(I think the surface area will be an infinity, because length of the Koch snowflake is infinity.)
And how to plot it in Mathematica?
Sorry for my English. Thanks!
Please, find an implementation in Wolfram Mathematica, for example here. To obtatin square Koch's snowflake area at least in 2D, you could check this, for sure. If fact, I didn't get about a law of surface revolution of Koch snowflake in your case. Are you talking about this case of generalization in 3D, aren't you? If so, you could estimate the volume by counting volumes of pyramidas to be involved in such a solid and you could estimate the surface area by counting the squares of triangles as well.