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Bookmark or Share- Tractrix - Michigan State UniversityThe tractrix is the Catenary Involute described by a point initially on the vertex. It is sometimes called the Tractory or Equitangential Curve. The tractrix was first studied by Huygens in 1692, who gave it the name ``tractrix.'' Later, Leibniz, Johann Bernoulli, and others studied the curve.
- differential geometry - Tractrix parametrization - Mathematics Stack ...The Tractrix is a curve that passes through the point (1, 0) of the horizontal axis and has the property that the length of the segment of the tangent line, at any point on the curve, between the point of tangency and the vertical axis is constant.
- The Tractrix Curve - Department of Mathematics[The] tractrix (from the Latin verb trahere “pull, drag”; plural: tractrices) is the curve along which an object moves, under the influence of friction, when pulled on a horizontal plane by a line segment attached to a tractor (pulling) point that moves at a right angle to the initial line between the object and the puller at an infinitesimal ...
- Tractrix -- from Wolfram MathWorldFrom its definition, the tractrix is precisely the catenary involute described by a point initially on the vertex (so the catenary is the tractrix evolute). The tractrix is sometimes called the tractory or equitangential curve.
- Tractrix - WikipediaIn geometry, a tractrix (from Latin trahere 'to pull, drag'; plural: tractrices) is the curve along which an object moves, under the influence of friction, when pulled on a horizontal plane by a line segment attached to a pulling point (the tractor) that moves at a right angle to the initial line between the object and the puller at an ...
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