tangent angle造句
例句与造句
- One of my projects involves fitting an arc to the tangent angles and curvatures of given endpoints.
- Curvature, as you know, is the first derivative of tangent angle with respect to arc length.
- The lhs can then be evaluated using the tangent angle addition formula; you should get \ frac { m + n } { 1-mn } after canceling tans with arctans.
- Euler's spiral is the curve in which & kappa; & prime;, the first derivative of curvature ( = second derivative of the tangent angle ) with respect to arc-length, is constant.
- That lets you immediately figure out the tangent angles ( i . e . 90 degrees away from A and B respectively ) and compare them to the vector AB as expressed in polar coordinates . talk ) 14 : 53, 6 March 2010 ( UTC)
- It's difficult to find tangent angle in a sentence. 用tangent angle造句挺难的
- :: My na飗e suggestion : Cut up your original curve so that there is a control point wherever the tangent angle is a multiple of & pi; / 4, and wherever the curvature reaches an extreme or crosses zero; these are the points most important to the appearance of the glyph.
- One speaks also of curves and geometric objects having " k "-th order contact at a point : this is also called " osculation " ( i . e . kissing ), generalising the property of being tangent . ( Here the derivatives are considered with respect to arc length . ) An osculating curve from a given family of curves is a curve that has the highest possible order of contact with a given curve at a given point; for instance a tangent line is an osculating curve from the family of lines, and has first-order contact with the given curve; an osculating circle is an osculating curve from the family of circles, and has second-order contact ( same tangent angle and curvature ), etc.