Uses of Class JxnVectorAlgebra (JXN apidocs)

Uses of JxnVectorAlgebra in <Unnamed>

Methods in <Unnamed> that return JxnVectorAlgebra
Modifier and Type	Method	Description
`JxnVectorAlgebra`	JxnVectorAlgebra.`add(JxnVectorAlgebra opnd)`	Adds `opnd` to this vector.
`JxnVectorAlgebra`	JxnVectorAlgebra.`div(double scalar)`	Divides this vector by `scalar`.
`JxnVectorAlgebra`	JxnVectorTransformation.`map(JxnVectorAlgebra v)`	Returns the mapping of `v`.
`JxnVectorAlgebra`	JxnVectorAlgebra.`mul(double scalar)`	Multiplies this vector by `scalar`.
`static JxnVectorAlgebra`	JxnVectorAlgebra.`mul(double scalar, JxnVectorAlgebra v)`	Returns `v` scaled by `scalar`.
`static JxnVectorAlgebra`	JxnVectorAlgebra.`mul(JxnVectorAlgebra v1, JxnVectorAlgebra v2)`	Returns the vektor product `v1` × `v2`.
`JxnVectorAlgebra`	JxnVectorTransformation.`mul(JxnVectorAlgebra v)`	Returns the mapping of `v`.
`JxnVectorAlgebra`	JxnVectorAlgebra.`mulL(double scalar)`	Multiplies this vector by `scalar`.
`static JxnVectorAlgebra`	JxnVectorAlgebra.`normal(JxnVectorAlgebra vr)`	Finds a normal vector for `vr`.
`JxnVectorAlgebra`	JxnVectorAlgebra.`set(int i, double vi)`	Replaces the `i`-th component of this `JxnVectorAlgebra` by `vi`.
`static JxnVectorAlgebra`	JxnVectorAlgebra.`set(JxnVectorAlgebra va, int i, double vi)`	Returns a copy of `ra`, with the `i`-th component replaced by `vi`.
`JxnVectorAlgebra`	JxnVectorAlgebra.`sub(JxnVectorAlgebra opnd)`	Subtracts `opnd` from this vector.

Methods in <Unnamed> with parameters of type JxnVectorAlgebra
Modifier and Type	Method	Description
`static double`	JxnVectorAlgebra.`abs(JxnVectorAlgebra va)`	Returns the length (sqrt of the sum of the squares of the components) of `va`.
`JxnPerspectivePlotFrame`	JxnPerspectivePlotFrame.`add(JxnVectorAlgebra v)`	Draws an arrow representation of `v` (starting from (0,0,0)).
`JxnPerspectivePlotFrame`	JxnPerspectivePlotFrame.`add(JxnVectorAlgebra[] v0, JxnVectorAlgebra[] v1, Color color)`	See `add`.
`JxnPerspectivePlotFrame`	JxnPerspectivePlotFrame.`add(JxnVectorAlgebra v, Color color)`	See `add`.
`JxnPerspectivePlotFrame`	JxnPerspectivePlotFrame.`add(JxnVectorAlgebra v, String label)`	See `add`.
`JxnPerspectivePlotFrame`	JxnPerspectivePlotFrame.`add(JxnVectorAlgebra v, String label, Color color)`	See `add`.
`JxnPerspectivePlotFrame`	JxnPerspectivePlotFrame.`add(JxnVectorAlgebra v0, JxnVectorAlgebra v1)`	Draws an arrow representation for `v1` starting from the position given by `v0`.
`JxnPerspectivePlotFrame`	JxnPerspectivePlotFrame.`add(JxnVectorAlgebra v0, JxnVectorAlgebra v1, Color color)`	See `add`.
`JxnPerspectivePlotFrame`	JxnPerspectivePlotFrame.`add(JxnVectorAlgebra v0, JxnVectorAlgebra v1, String label)`	See `add`.
`JxnPerspectivePlotFrame`	JxnPerspectivePlotFrame.`add(JxnVectorAlgebra v0, JxnVectorAlgebra v1, String label, Color color)`	See `add`.
`JxnVectorAlgebra`	JxnVectorAlgebra.`add(JxnVectorAlgebra opnd)`	Adds `opnd` to this vector.
`JxnPerspectivePlotFrame`	JxnPerspectivePlotFrame.`apnd(JxnVectorAlgebra v)`	Draws an arrow representation for `v` starting from the tip of the previously drawn vector.
`JxnPerspectivePlotFrame`	JxnPerspectivePlotFrame.`apnd(JxnVectorAlgebra v, Color color)`	See `apnd`.
`JxnPerspectivePlotFrame`	JxnPerspectivePlotFrame.`apnd(JxnVectorAlgebra v, String label)`	See `apnd`.
`JxnPerspectivePlotFrame`	JxnPerspectivePlotFrame.`apnd(JxnVectorAlgebra v, String label, Color color)`	See `apnd`.
`JxnPerspectivePlotFrame`	JxnPerspectivePlotFrame.`box(JxnVectorAlgebra v)`	Draws a box for v.
`JxnPerspectivePlotFrame`	JxnPerspectivePlotFrame.`box(JxnVectorAlgebra v0, JxnVectorAlgebra v1)`	Draws a box for v1.
`static double`	JxnVectorAlgebra.`cosphi(JxnVectorAlgebra v1, JxnVectorAlgebra v2)`	Returns cosine of the angle between `v1` and `v2`.
`static double`	JxnVectorAlgebra.`lat(JxnVectorAlgebra va)`	Returns the latitude angle of `va`.
`static double`	JxnVectorAlgebra.`latD(JxnVectorAlgebra va)`	Returns the latitude angle of `va` in degrees.
`static double`	JxnVectorAlgebra.`lon(JxnVectorAlgebra va)`	Returns the latitude angle of `va`.
`static double`	JxnVectorAlgebra.`lonD(JxnVectorAlgebra va)`	Returns the latitude angle of `va` in degrees.
`JxnVectorAlgebra`	JxnVectorTransformation.`map(JxnVectorAlgebra v)`	Returns the mapping of `v`.
`JxnVectorTransformation`	JxnVectorTransformation.`move(double f, JxnVectorAlgebra v)`	Returns the resulting transformation for this transformation (not changed) followed by a translation defined by `v` scaled by `f` .
`JxnVectorTransformation`	JxnVectorTransformation.`move(JxnVectorAlgebra v)`	Returns the resulting transformation for this transformation (not changed) followed by a translation defined by `v`.
`JxnVectorTransformation`	JxnVectorTransformation.`moveIt(double f, JxnVectorAlgebra v)`	Modifies this transformation by appending a translation defined by `v` scaled by `f` .
`JxnVectorTransformation`	JxnVectorTransformation.`moveIt(JxnVectorAlgebra v)`	Modifies this transformation by appending a translation defined by `v`.
`static JxnVectorAlgebra`	JxnVectorAlgebra.`mul(double scalar, JxnVectorAlgebra v)`	Returns `v` scaled by `scalar`.
`static JxnVectorAlgebra`	JxnVectorAlgebra.`mul(JxnVectorAlgebra v1, JxnVectorAlgebra v2)`	Returns the vektor product `v1` × `v2`.
`JxnVectorAlgebra`	JxnVectorTransformation.`mul(JxnVectorAlgebra v)`	Returns the mapping of `v`.
`static JxnVectorAlgebra`	JxnVectorAlgebra.`normal(JxnVectorAlgebra vr)`	Finds a normal vector for `vr`.
`static double`	JxnVectorAlgebra.`phi(JxnVectorAlgebra v1, JxnVectorAlgebra v2)`	Returns the angle between `v1` and `v2`.
`static double`	JxnVectorAlgebra.`phiD(JxnVectorAlgebra v1, JxnVectorAlgebra v2)`	Returns the angle between `v1` and `v2` in degrees.
`static double`	JxnVectorAlgebra.`prod(JxnVectorAlgebra v1, JxnVectorAlgebra v2)`	Returns the scalar produkt `v1` · `v2`.
`JxnVectorTransformation`	JxnVectorTransformation.`rotate(JxnVectorAlgebra v0, JxnVectorAlgebra v1, double alpha)`	Returns the resulting transformation for this transformation (not changed) followed by a rotation around the axis `v(t) = v0 + v1 * t; t = -oo, +oo` with angle `alpha`
`JxnVectorTransformation`	JxnVectorTransformation.`rotateD(JxnVectorAlgebra v0, JxnVectorAlgebra v1, double alpha)`	Returns the resulting transformation for this transformation (not changed) followed by a rotation around the axis `v(t) = v0 + v1 * t; t = -oo, +oo` with angle `alpha` in degrees.
`JxnVectorTransformation`	JxnVectorTransformation.`rotateIt(JxnVectorAlgebra v0, JxnVectorAlgebra v1, double alpha)`	Modifies this transformation by appending a rotation around the axis `v(t) = v0 + v1 * t; t = -oo, +oo` with angle `alpha`
`JxnVectorTransformation`	JxnVectorTransformation.`rotateItD(JxnVectorAlgebra v0, JxnVectorAlgebra v1, double alpha)`	Modifies this transformation by appending a rotation around the axis `v(t) = v0 + v1 * t; t = -oo, +oo` with angle `alpha` in degrees.
`JxnVectorTransformation`	JxnVectorTransformation.`scale(JxnVectorAlgebra v0, double f)`	Returns the resulting transformation for this transformation (not changed) followed by a scaling defined by the fixed point `v0` and the scale factor `f` .
`JxnVectorTransformation`	JxnVectorTransformation.`scaleIt(JxnVectorAlgebra v0, double f)`	Modifies this transformation by appending a scaling defined by the fixed point `v0` and the scale factor `f` .
`static JxnVectorAlgebra`	JxnVectorAlgebra.`set(JxnVectorAlgebra va, int i, double vi)`	Returns a copy of `ra`, with the `i`-th component replaced by `vi`.
`JxnVectorAlgebra`	JxnVectorAlgebra.`sub(JxnVectorAlgebra opnd)`	Subtracts `opnd` from this vector.

Constructors in <Unnamed> with parameters of type JxnVectorAlgebra
Constructor	Description
`JxnVectorAlgebra(JxnVectorAlgebra v)`	Creates a copy of `v`.
`JxnVectorTransformation(JxnVectorAlgebra ex, JxnVectorAlgebra ey, JxnVectorAlgebra ez)`	Creates a transformation object from given coordinate (basis) vectors.

Uses of ClassJxnVectorAlgebra

Uses of JxnVectorAlgebra in <Unnamed>

Uses of Class
JxnVectorAlgebra