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|  | SimTKMultivariatePolynomial (const SimTK::Vector_< T > &coefficients, const int &dimension, const int &order) | 
|  | Create a SimTKMultivariatePolynomial object.  More... 
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| T | calcValue (const SimTK::Vector &x) const override | 
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| T | calcDerivative (const SimTK::Array_< int > &derivComponent, const SimTK::Vector &x) const override | 
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| int | getArgumentSize () const override | 
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| int | getMaxDerivativeOrder () const override | 
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| SimTKMultivariatePolynomial * | clone () const override | 
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| T | calcDerivative (const std::vector< int > &derivComponent, const SimTK::Vector &x) const | 
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◆ SimTKMultivariatePolynomial()
Create a SimTKMultivariatePolynomial object. 
This implementation assumes a maximum of four dimensions and allows computation of order one derivatives only. 
- Parameters
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    | coefficients | the polynomial coefficients in order of ascending powers starting from the last dependent component. For a polynomial of third order dependent on three components (X, Y, Z), the order is a follows: 
Index | X  Y  Z
0     | 0  0  0
1     | 0  0  1
2     | 0  0  2
3     | 0  0  3
4     | 0  1  0
5     | 0  1  1
6     | 0  1  2
7     | 0  2  0
8     | 0  2  1
9     | 0  3  0
10    | 1  0  0
11    | 1  0  1
12    | 1  0  2
13    | 1  1  0
14    | 1  1  1
15    | 1  2  0
16    | 2  0  0
17    | 2  0  1
18    | 2  1  0
19    | 3  0  0
Assuming c6 the index 6 coefficient, the corresponding term is Y Z^2. |  | dimension | the number of dependent components |  | order | the polynomial order |  
 
 
 
The documentation for this class was generated from the following file: