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Questions tagged [parametric-functions]

Questions about explicit functions expressed in terms of independent variables, i.e. parameters. Including approaches for rewriting functions using different parameterizations.

1 vote
0 answers
111 views

I'm trying to recreate this plot. Its over the interval $ u, v \in[0,2 \pi]$ My attempt is horrific. ...
Tomi's user avatar
  • 5,094
3 votes
2 answers
202 views

I am trying to write a code to compute the gradient, divergence and the Laplacian of any curvilinear geometry. For any curvilinear coordinate system defined in (\xi,\theta), let X be the mapping ...
S. Pant's user avatar
  • 121
9 votes
2 answers
546 views

Suppose we have the following system of ODEs, ...
Artem Alexandrov's user avatar
2 votes
2 answers
142 views

The parametric plot bellow is periodic for intervals {x, 0, 1}, {y, 0, 1}. It consist of two separate functions. But the functions are identical just one is shifted....
azerbajdzan's user avatar
  • 32.5k
1 vote
2 answers
190 views

Problem I'm trying to make a MeshRegion from a bezier surface defined from an array of control points. Consider ...
Adam's user avatar
  • 4,293
1 vote
1 answer
181 views

I am investigating the following parametric fourth order differential equation $Y^{(4)}(x)-\beta^4 Y(x)=0$ on the one-dimensional domain $[0,L]$ subject to four boundary conditions $Y(0)=0$, $Y(L)=0$, ...
annuk89's user avatar
  • 95
5 votes
2 answers
411 views

I have an expression $t \equiv t(x)$, \begin{equation} t = 2^{-2+\frac{a}{2}} c^{1-\frac{a}{2}} \Gamma\left(-1+\frac{a}{2}, \frac{c}{2} x^2\right) \end{equation} where $\Gamma\left(-1+\frac{a}{2}, \...
mathemania's user avatar
2 votes
1 answer
316 views

I want to create a geometry with a wavy circumference, as shown in the figure below. This waviness depends on a parameter "n", and the equation for the curve is given as: ...
S. Pant's user avatar
  • 121

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