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Involute Curve Derivation from Base Circle by Estephany Nathaly Adrian Erazo is a document available to read on EtoBox.

The document describes the derivation of equations for plotting points on an involute curve on the surface of a base circle. It shows that the coordinates (xi, yi) of a point Pi on the involute can be calculated from the coordinates (x, y) of the corresponding tangent point P on the base circle using equations 4 and 5, which involve the radius of the base circle rb, the angle of unwinding θ, and the slope m of the tangent line at P. It also provides an MATLAB code that implements these equations to plot the

Author

Estephany Nathaly Adrian Erazo

Language

EN