Model TNB Frame (formally Anu Project)

I would like an "implementation" of a Wiki "TNB Frame"

helix with the center of the helix being a function in

three dimensions. The Wiki page shows an example of a

helix centered on a line. This project involves generalizing

that implementation to a helix center following a general

function g(x,y,z) in 3D. The formula for a line centered

helix are as follows,

g(x,y,z) is the center of the first order helix

z = a.z * t + b.z;

x = a.x * cos(2*pi*f.x*t + b.x);

y = a.y * sin(2*pi*f.y*t + b.y);


a.z,a.x,a.y are constants

b.z,b.x,b.y are constants

f.x and f.y are constants

This needs to be converted to from s(t) to s(x,y,z) as

described in the Wiki page. Then plotted and/or animated.

I estimate that this project is fairly easy for one well

versed in math.

A successful solution may result in more elaborate work.

I would like to have a Matlab solution, but a "pure"

mathematical might be more general and hence more


Development time is not critical, but generality is.

The next step will involve implementing a second helix

that is centered on the first helix which is centered

on a generalized 3-D curve.

Навыки: Алгоритмы, Математика, Matlab and Mathematica

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О работодателе:
( 0 отзыв(-а, -ов) ) Milwaukee, United States

ID проекта: #5166308

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engineer and matlab simulation expert plz discuss................................................................................................

$242 USD за 7 дней(-я)
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Hello I am interested from your project. I can convert the coordinats and can make animation in matlab

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I finished University with specialty of math and now I'm working in the Institute of Applied Mathematics

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greetings mate, Electronics engineer from pune, India. Electronics Linux Embedded are my general fields of Interest. Thanks

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