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Home / Questions / A helix is defined by x cψ y Lsinkψ zLcoskψ where c L and k are constants Determine the ...

A helix is defined by x cψ y Lsinkψ zLcoskψ where c L and k are constants Determine the path variable unit vectors the radius of curvature and the torsion of this curve as functions

A helix is defined by x = cψ, y = Lsin(kψ), z= −Lcos(kψ), where c, L, and k are constants. Determine the path variable unit vectors, the radius of curvature, and the torsion of this curve as functions of ψ.

Jun 18 2020 View more View Less

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