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Unit Tangent and Unit Normal Vectors

Definition (Unit Tangent and Unit Normal Vectors) If unit tangent and unit normal vectors _gr_1.gif] is a vector function that defines a smooth graph, then at each point a unit tangent vector is

unit tangent and unit normal vectors _gr_2.gif]

and the principal unit normal vector function is

unit tangent and unit normal vectors _gr_3.gif]

Example (Unit Tangent and Unit Normal Vectors) Given

unit tangent and unit normal vectors _gr_4.gif]

find the unit tangent vector unit tangent and unit normal vectors _gr_5.gif] and principal unit normal vector unit tangent and unit normal vectors _gr_6.gif]

    Solution. We have,

unit tangent and unit normal vectors _gr_7.gif]

unit tangent and unit normal vectors _gr_8.gif]

unit tangent and unit normal vectors _gr_9.gif]

unit tangent and unit normal vectors _gr_10.gif]

unit tangent and unit normal vectors _gr_11.gif]

and
unit tangent and unit normal vectors _gr_12.gif]

unit tangent and unit normal vectors _gr_13.gif]

unit tangent and unit normal vectors _gr_14.gif]
unit tangent and unit normal vectors _gr_15.gif]

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Cite this as:
Unit Tangent And Unit Normal Vectors
Published by Library of Math -- Online math organized by subject into topics.
Written by Smith, David A.
http://www.libraryofmath.com/unit-tangent-and-unit-normal-vectors.html
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