Package edu.wpi.first.math.system
Class NumericalJacobian
java.lang.Object
edu.wpi.first.math.system.NumericalJacobian
public final class NumericalJacobian extends Object
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Method Summary
Modifier and Type Method Description static <Rows extends Num, Cols extends Num, States extends Num>
Matrix<Rows,Cols>numericalJacobian(Nat<Rows> rows, Nat<Cols> cols, Function<Matrix<Cols,N1>,Matrix<States,N1>> f, Matrix<Cols,N1> x)
Computes the numerical Jacobian with respect to x for f(x).static <Rows extends Num, States extends Num, Inputs extends Num>
Matrix<Rows,Inputs>numericalJacobianU(Nat<Rows> rows, Nat<Inputs> inputs, BiFunction<Matrix<States,N1>,Matrix<Inputs,N1>,Matrix<States,N1>> f, Matrix<States,N1> x, Matrix<Inputs,N1> u)
Returns the numerical Jacobian with respect to u for f(x, u).static <Rows extends Num, States extends Num, Inputs extends Num, Outputs extends Num>
Matrix<Rows,States>numericalJacobianX(Nat<Rows> rows, Nat<States> states, BiFunction<Matrix<States,N1>,Matrix<Inputs,N1>,Matrix<Outputs,N1>> f, Matrix<States,N1> x, Matrix<Inputs,N1> u)
Returns numerical Jacobian with respect to x for f(x, u, ...).
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Method Details
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numericalJacobian
public static <Rows extends Num, Cols extends Num, States extends Num> Matrix<Rows,Cols> numericalJacobian(Nat<Rows> rows, Nat<Cols> cols, Function<Matrix<Cols,N1>,Matrix<States,N1>> f, Matrix<Cols,N1> x)Computes the numerical Jacobian with respect to x for f(x).- Type Parameters:
Rows
- Number of rows in the result of f(x).States
- Num representing the number of rows in the output of f.Cols
- Number of columns in the result of f(x).- Parameters:
rows
- Number of rows in the result of f(x).cols
- Number of columns in the result of f(x).f
- Vector-valued function from which to compute the Jacobian.x
- Vector argument.- Returns:
- The numerical Jacobian with respect to x for f(x, u, ...).
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numericalJacobianX
public static <Rows extends Num, States extends Num, Inputs extends Num, Outputs extends Num> Matrix<Rows,States> numericalJacobianX(Nat<Rows> rows, Nat<States> states, BiFunction<Matrix<States,N1>,Matrix<Inputs,N1>,Matrix<Outputs,N1>> f, Matrix<States,N1> x, Matrix<Inputs,N1> u)Returns numerical Jacobian with respect to x for f(x, u, ...).- Type Parameters:
Rows
- Number of rows in the result of f(x, u).States
- Number of rows in x.Inputs
- Number of rows in the second input to f.Outputs
- Num representing the rows in the output of f.- Parameters:
rows
- Number of rows in the result of f(x, u).states
- Number of rows in x.f
- Vector-valued function from which to compute Jacobian.x
- State vector.u
- Input vector.- Returns:
- The numerical Jacobian with respect to x for f(x, u, ...).
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numericalJacobianU
public static <Rows extends Num, States extends Num, Inputs extends Num> Matrix<Rows,Inputs> numericalJacobianU(Nat<Rows> rows, Nat<Inputs> inputs, BiFunction<Matrix<States,N1>,Matrix<Inputs,N1>,Matrix<States,N1>> f, Matrix<States,N1> x, Matrix<Inputs,N1> u)Returns the numerical Jacobian with respect to u for f(x, u).- Type Parameters:
States
- The states of the system.Inputs
- The inputs to the system.Rows
- Number of rows in the result of f(x, u).- Parameters:
rows
- Number of rows in the result of f(x, u).inputs
- Number of rows in u.f
- Vector-valued function from which to compute the Jacobian.x
- State vector.u
- Input vector.- Returns:
- the numerical Jacobian with respect to u for f(x, u).
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