libGDX 1.14.2 · com.badlogic.gdx.math.BSpline · APIdia, the JavaDoc alternative

Modifier and Type	Field and Description
public boolean	continuous
public T[]	controlPoints
private static final float	d6
public int	degree
public Array<T>	knots
public int	spanCount
private T	tmp
private T	tmp2
private T	tmp3

Access	Constructor and Description
public	BSpline()
public	BSpline(final T[] controlPoints, final int degree, final boolean continuous)

Method Summary

Modifier and Type	Method and Description
public float	approximate(T v) Implements com.badlogic.gdx.math.Path.approximate.
public float	approximate(final T in, int start, final int count)
public float	approximate(final T in, final int near)
public float	approxLength(int samples) Implements com.badlogic.gdx.math.Path.approxLength.
public static <T extends Vector<T>> T	Returns: The value of out calculate(final T The Vector to set to the result. out, final float The position (0<=t<=1) on the spline t, final T[] The control points points, final int The degree of the b-spline degree, final boolean If true the b-spline restarts at 0 when reaching 1 continuous, final T A temporary vector used for the calculation tmp) Calculates the n-degree b-spline value for the given position (t).
public static <T extends Vector<T>> T	Returns: The value of out calculate(final T The Vector to set to the result. out, final int The span (0<=ii, final float The position (0<=u<=1) on the span u, final T[] The control points points, final int The degree of the b-spline, only 3 is supported degree, final boolean If true the b-spline restarts at 0 when reaching 1 continuous, final T A temporary vector used for the calculation tmp) Calculates the n-degree b-spline value for the given span (i) at the given position (u).
public static <T extends Vector<T>> T	Returns: The value of out cubic(final T The Vector to set to the result. out, final float The position (0<=t<=1) on the spline t, final T[] The control points points, final boolean If true the b-spline restarts at 0 when reaching 1 continuous, final T A temporary vector used for the calculation tmp) Calculates the cubic b-spline value for the given position (t).
public static <T extends Vector<T>> T	Returns: The value of out cubic(final T The Vector to set to the result. out, final int The span (0<=ii, final float The position (0<=u<=1) on the span u, final T[] The control points points, final boolean If true the b-spline restarts at 0 when reaching 1 continuous, final T A temporary vector used for the calculation tmp) Calculates the cubic b-spline value for the given span (i) at the given position (u).
public static <T extends Vector<T>> T	Returns: The value of out cubic_derivative(final T The Vector to set to the result. out, final float The position (0<=t<=1) on the spline t, final T[] The control points points, final boolean If true the b-spline restarts at 0 when reaching 1 continuous, final T A temporary vector used for the calculation tmp) Calculates the cubic b-spline derivative for the given position (t).
public static <T extends Vector<T>> T	Returns: The value of out cubic_derivative(final T The Vector to set to the result. out, final int The span (0<=ii, final float The position (0<=u<=1) on the span u, final T[] The control points points, final boolean If true the b-spline restarts at 0 when reaching 1 continuous, final T A temporary vector used for the calculation tmp) Calculates the cubic b-spline derivative for the given span (i) at the given position (u).
public static <T extends Vector<T>> T	Returns: The value of out derivative(final T The Vector to set to the result. out, final float The position (0<=t<=1) on the spline t, final T[] The control points points, final int The degree of the b-spline degree, final boolean If true the b-spline restarts at 0 when reaching 1 continuous, final T A temporary vector used for the calculation tmp) Calculates the n-degree b-spline derivative for the given position (t).
public static <T extends Vector<T>> T	Returns: The value of out derivative(final T The Vector to set to the result. out, final int The span (0<=ii, final float The position (0<=u<=1) on the span u, final T[] The control points points, final int The degree of the b-spline, only 3 is supported degree, final boolean If true the b-spline restarts at 0 when reaching 1 continuous, final T A temporary vector used for the calculation tmp) Calculates the n-degree b-spline derivative for the given span (i) at the given position (u).
public T	derivativeAt(final T out, final float t) Implements com.badlogic.gdx.math.Path.derivativeAt.
public T	derivativeAt(final T out, final int span, final float u) Returns: The derivative of the spline at position u of the specified span
public float	locate(T v) Implements com.badlogic.gdx.math.Path.locate.
public int	nearest(final T in) Returns: The span closest to the specified value
public int	nearest(final T in, int start, final int count) Returns: The span closest to the specified value, restricting to the specified spans.
public BSpline<T extends Vector<T>>	set(final T[] controlPoints, final int degree, final boolean continuous)
public T	valueAt(T out, float t) Implements com.badlogic.gdx.math.Path.valueAt.
public T	valueAt(final T out, final int span, final float u) Returns: The value of the spline at position u of the specified span

Inherited from java.lang.Object:: clone equals finalize getClass hashCode notify notifyAll toString wait wait wait

continuous	back to summary
public boolean continuous

controlPoints	back to summary
public T[] controlPoints

d6	back to summary
private static final float d6

degree	back to summary
public int degree

knots	back to summary
public Array<T> knots

spanCount	back to summary
public int spanCount

tmp	back to summary
private T tmp

tmp2	back to summary
private T tmp2

tmp3	back to summary
private T tmp3

BSpline	back to summary
public BSpline()

BSpline	back to summary
public BSpline(final T[] controlPoints, final int degree, final boolean continuous)

Method Detail

approximate	back to summary
public float approximate(T v) Implements com.badlogic.gdx.math.Path.approximate. Annotations @Override

approximate

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public float approximate(T v)

Implements com.badlogic.gdx.math.Path.approximate.

Annotations

@Override

approximate	back to summary
public float approximate(final T in, int start, final int count)

approximate	back to summary
public float approximate(final T in, final int near)

approxLength	back to summary
public float approxLength(int samples) Implements com.badlogic.gdx.math.Path.approxLength. Annotations @Override

approxLength

back to summary

public float approxLength(int samples)

Implements com.badlogic.gdx.math.Path.approxLength.

Annotations

@Override

calculate	back to summary
public static <T extends Vector<T>> T calculate(final T out, final float t, final T[] points, final int degree, final boolean continuous, final T tmp) Calculates the n-degree b-spline value for the given position (t). Parameters out:T The Vector to set to the result. t:float The position (0<=t<=1) on the spline points:T[] The control points degree:int The degree of the b-spline continuous:boolean If true the b-spline restarts at 0 when reaching 1 tmp:T A temporary vector used for the calculation Returns:T The value of out

calculate

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public static <T extends Vector<T>> T calculate(final T out, final float t, final T[] points, final int degree, final boolean continuous, final T tmp)

Calculates the n-degree b-spline value for the given position (t).

Parameters

out:T: The Vector to set to the result.
t:float: The position (0<=t<=1) on the spline
points:T[]: The control points
degree:int: The degree of the b-spline
continuous:boolean: If true the b-spline restarts at 0 when reaching 1
tmp:T: A temporary vector used for the calculation

Returns:T

The value of out

calculate	back to summary
public static <T extends Vector<T>> T calculate(final T out, final int i, final float u, final T[] points, final int degree, final boolean continuous, final T tmp) Calculates the n-degree b-spline value for the given span (i) at the given position (u). Parameters out:T The Vector to set to the result. i:int The span (0<=iu:float The position (0<=u<=1) on the span points:T[] The control points degree:int The degree of the b-spline, only 3 is supported continuous:boolean If true the b-spline restarts at 0 when reaching 1 tmp:T A temporary vector used for the calculation Returns:T The value of out

calculate

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public static <T extends Vector<T>> T calculate(final T out, final int i, final float u, final T[] points, final int degree, final boolean continuous, final T tmp)

Calculates the n-degree b-spline value for the given span (i) at the given position (u).

Parameters

out:T: The Vector to set to the result.
i:int: The span (0<=iu:float; The position (0<=u<=1) on the span
points:T[]: The control points
degree:int: The degree of the b-spline, only 3 is supported
continuous:boolean: If true the b-spline restarts at 0 when reaching 1
tmp:T: A temporary vector used for the calculation

Returns:T

The value of out

cubic	back to summary
public static <T extends Vector<T>> T cubic(final T out, final float t, final T[] points, final boolean continuous, final T tmp) Calculates the cubic b-spline value for the given position (t). Parameters out:T The Vector to set to the result. t:float The position (0<=t<=1) on the spline points:T[] The control points continuous:boolean If true the b-spline restarts at 0 when reaching 1 tmp:T A temporary vector used for the calculation Returns:T The value of out

cubic

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public static <T extends Vector<T>> T cubic(final T out, final float t, final T[] points, final boolean continuous, final T tmp)

Calculates the cubic b-spline value for the given position (t).

Parameters

out:T: The Vector to set to the result.
t:float: The position (0<=t<=1) on the spline
points:T[]: The control points
continuous:boolean: If true the b-spline restarts at 0 when reaching 1
tmp:T: A temporary vector used for the calculation

Returns:T

The value of out

cubic	back to summary
public static <T extends Vector<T>> T cubic(final T out, final int i, final float u, final T[] points, final boolean continuous, final T tmp) Calculates the cubic b-spline value for the given span (i) at the given position (u). Parameters out:T The Vector to set to the result. i:int The span (0<=iu:float The position (0<=u<=1) on the span points:T[] The control points continuous:boolean If true the b-spline restarts at 0 when reaching 1 tmp:T A temporary vector used for the calculation Returns:T The value of out

cubic

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public static <T extends Vector<T>> T cubic(final T out, final int i, final float u, final T[] points, final boolean continuous, final T tmp)

Calculates the cubic b-spline value for the given span (i) at the given position (u).

Parameters

out:T: The Vector to set to the result.
i:int: The span (0<=iu:float; The position (0<=u<=1) on the span
points:T[]: The control points
continuous:boolean: If true the b-spline restarts at 0 when reaching 1
tmp:T: A temporary vector used for the calculation

Returns:T

The value of out

cubic_derivative	back to summary
public static <T extends Vector<T>> T cubic_derivative(final T out, final float t, final T[] points, final boolean continuous, final T tmp) Calculates the cubic b-spline derivative for the given position (t). Parameters out:T The Vector to set to the result. t:float The position (0<=t<=1) on the spline points:T[] The control points continuous:boolean If true the b-spline restarts at 0 when reaching 1 tmp:T A temporary vector used for the calculation Returns:T The value of out

cubic_derivative

back to summary

public static <T extends Vector<T>> T cubic_derivative(final T out, final float t, final T[] points, final boolean continuous, final T tmp)

Calculates the cubic b-spline derivative for the given position (t).

Parameters

out:T: The Vector to set to the result.
t:float: The position (0<=t<=1) on the spline
points:T[]: The control points
continuous:boolean: If true the b-spline restarts at 0 when reaching 1
tmp:T: A temporary vector used for the calculation

Returns:T

The value of out

cubic_derivative	back to summary
public static <T extends Vector<T>> T cubic_derivative(final T out, final int i, final float u, final T[] points, final boolean continuous, final T tmp) Calculates the cubic b-spline derivative for the given span (i) at the given position (u). Parameters out:T The Vector to set to the result. i:int The span (0<=iu:float The position (0<=u<=1) on the span points:T[] The control points continuous:boolean If true the b-spline restarts at 0 when reaching 1 tmp:T A temporary vector used for the calculation Returns:T The value of out

cubic_derivative

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public static <T extends Vector<T>> T cubic_derivative(final T out, final int i, final float u, final T[] points, final boolean continuous, final T tmp)

Calculates the cubic b-spline derivative for the given span (i) at the given position (u).

Parameters

out:T: The Vector to set to the result.
i:int: The span (0<=iu:float; The position (0<=u<=1) on the span
points:T[]: The control points
continuous:boolean: If true the b-spline restarts at 0 when reaching 1
tmp:T: A temporary vector used for the calculation

Returns:T

The value of out

derivative	back to summary
public static <T extends Vector<T>> T derivative(final T out, final float t, final T[] points, final int degree, final boolean continuous, final T tmp) Calculates the n-degree b-spline derivative for the given position (t). Parameters out:T The Vector to set to the result. t:float The position (0<=t<=1) on the spline points:T[] The control points degree:int The degree of the b-spline continuous:boolean If true the b-spline restarts at 0 when reaching 1 tmp:T A temporary vector used for the calculation Returns:T The value of out

derivative

back to summary

public static <T extends Vector<T>> T derivative(final T out, final float t, final T[] points, final int degree, final boolean continuous, final T tmp)

Calculates the n-degree b-spline derivative for the given position (t).

Parameters

out:T: The Vector to set to the result.
t:float: The position (0<=t<=1) on the spline
points:T[]: The control points
degree:int: The degree of the b-spline
continuous:boolean: If true the b-spline restarts at 0 when reaching 1
tmp:T: A temporary vector used for the calculation

Returns:T

The value of out

derivative	back to summary
public static <T extends Vector<T>> T derivative(final T out, final int i, final float u, final T[] points, final int degree, final boolean continuous, final T tmp) Calculates the n-degree b-spline derivative for the given span (i) at the given position (u). Parameters out:T The Vector to set to the result. i:int The span (0<=iu:float The position (0<=u<=1) on the span points:T[] The control points degree:int The degree of the b-spline, only 3 is supported continuous:boolean If true the b-spline restarts at 0 when reaching 1 tmp:T A temporary vector used for the calculation Returns:T The value of out

derivative

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public static <T extends Vector<T>> T derivative(final T out, final int i, final float u, final T[] points, final int degree, final boolean continuous, final T tmp)

Calculates the n-degree b-spline derivative for the given span (i) at the given position (u).

Parameters

out:T: The Vector to set to the result.
i:int: The span (0<=iu:float; The position (0<=u<=1) on the span
points:T[]: The control points
degree:int: The degree of the b-spline, only 3 is supported
continuous:boolean: If true the b-spline restarts at 0 when reaching 1
tmp:T: A temporary vector used for the calculation

Returns:T

The value of out

derivativeAt	back to summary
public T derivativeAt(final T out, final float t) Implements com.badlogic.gdx.math.Path.derivativeAt. Annotations @Override

derivativeAt

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public T derivativeAt(final T out, final float t)

Implements com.badlogic.gdx.math.Path.derivativeAt.

Annotations

@Override

derivativeAt	back to summary
public T derivativeAt(final T out, final int span, final float u) Returns:T The derivative of the spline at position u of the specified span

locate	back to summary
public float locate(T v) Implements com.badlogic.gdx.math.Path.locate. Annotations @Override

locate

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public float locate(T v)

Implements com.badlogic.gdx.math.Path.locate.

Annotations

@Override

nearest	back to summary
public int nearest(final T in) Returns:int The span closest to the specified value

nearest	back to summary
public int nearest(final T in, int start, final int count) Returns:int The span closest to the specified value, restricting to the specified spans.

set	back to summary
public BSpline<T extends Vector<T>> set(final T[] controlPoints, final int degree, final boolean continuous)

valueAt	back to summary
public T valueAt(T out, float t) Implements com.badlogic.gdx.math.Path.valueAt. Annotations @Override

valueAt

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public T valueAt(T out, float t)

Implements com.badlogic.gdx.math.Path.valueAt.

Annotations

@Override

valueAt	back to summary
public T valueAt(final T out, final int span, final float u) Returns:T The value of the spline at position u of the specified span

public Class BSpline<T extends Vector<T>>

Field Summary

Constructor Summary

Method Summary

Field Detail

Constructor Detail

Method Detail