2007Journal of Hebei North UniversityRequires access

Discussion on Fundamental Triangular Form at a Point of a Curve

Jianbin Liu

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Abstract

This paper defines the Frenet frame at a point of a curve by taking arc length as the parameter and the fundamental triangular form.And the author also deduces a general parameter equation of the corresponding quantity.

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This paper defines the Frenet frame at a point of a curve by taking arc length as the parameter and the fundamental triangular form.And the author also deduces a general parameter equation of the corresponding quantity.

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Available abstract

This paper defines the Frenet frame at a point of a curve by taking arc length as the parameter and the fundamental triangular form.And the author also deduces a general parameter equation of the corresponding quantity.

Key concepts: Frenet–Serret formulas, Arc length, Point (geometry), Mathematics, Arc (geometry), Frame (networking), Mathematical analysis, Calculus (dental)

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