Package VRageMath

Namespaces
package	PackedVector
package	Spatial

Classes
class	Base27Directions
	Base 26 directions and Vector3.Zero Each component is only 0,-1 or 1; More...
class	Base6Directions
struct	BoundingBox
	Defines an axis-aligned box-shaped 3D volume. More...
struct	BoundingBox2
	Defines an axis-aligned box-shaped 3D volume. More...
struct	BoundingBox2D
	Defines an axis-aligned box-shaped 3D volume. More...
struct	BoundingBox2I
	Defines an axis-aligned box-shaped 3D volume. More...
struct	BoundingBoxD
	Defines an axis-aligned box-shaped 3D volume. More...
class	BoundingBoxExtensions
struct	BoundingBoxI
	Defines an axis-aligned box-shaped 3D volume. More...
class	BoundingFrustum
	Defines a frustum and helps determine whether forms intersect with it. More...
class	BoundingFrustumD
	Defines a frustum and helps determine whether forms intersect with it. More...
class	BoundingFrustumExtensions
struct	BoundingSphere
	Defines a sphere. More...
struct	BoundingSphereD
	Defines a sphere. More...
struct	BoxCornerEnumerator
struct	Capsule
struct	CapsuleD
struct	Color
	Represents a four-component color using red, green, blue, and alpha data. More...
class	ColorExtensions
struct	CompressedPositionOrientation
	Defines a matrix. More...
class	Curve
	Stores an arbitrary collection of 2D CurveKey points, and provides methods for evaluating features of the curve they define. More...
class	CurveKey
	Represents a point in a multi-point curve. More...
class	CurveKeyCollection
	Contains the CurveKeys making up a Curve. More...
class	Gjk
class	GjkD
class	HyperSphereHelpers
struct	Line
struct	LineD
class	MathHelper
	Contains commonly used precalculated values.
struct	Matrix
	Defines a matrix. More...
struct	MatrixD
	Defines a matrix. More...
struct	MatrixI
struct	MyBlockOrientation
struct	MyBounds
class	MyCuboid
class	MyCuboidSide
class	MyDynamicAABBTree
	Dynamic aabb tree implementation as a prunning structure More...
class	MyDynamicAABBTreeD
	Dynamic aabb tree implementation as a prunning structure More...
struct	MyLineSegmentOverlapResult
class	MyMath
class	MyMortonCode3D
struct	MyOrientedBoundingBox
struct	MyOrientedBoundingBoxD
struct	MyQuad
struct	MyQuadD
struct	MyShort4
struct	MyTransform
struct	MyTransformD
struct	MyUShort4
class	NullableVector3DExtensions
class	NullableVector3Extensions
struct	Plane
	Defines a plane. More...
struct	PlaneD
	Defines a PlaneD. More...
struct	Point
	Defines a point in 2D space. More...
struct	Quaternion
	Defines a four-dimensional vector (x,y,z,w), which is used to efficiently rotate an object about the (x, y, z) vector by the angle theta, where w = cos(theta/2). More...
struct	QuaternionD
	Defines a four-dimensional vector (x,y,z,w), which is used to efficiently rotate an object about the (x, y, z) vector by the angle theta, where w = cos(theta/2). Uses double precision floating point numbers for calculation and storage More...
struct	Ray
	Defines a ray. More...
struct	RayD
	Defines a ray. More...
struct	Rectangle
	Defines a rectangle. More...
struct	RectangleF
	Structure using the same layout than System.Drawing.RectangleF More...
struct	SerializableRange
struct	SymetricSerializableRange
struct	Vector2
	Defines a vector with two components. More...
struct	Vector2B
struct	Vector2D
	Defines a vector with two components. More...
struct	Vector2I
struct	Vector3
	Defines a vector with three components. More...
struct	Vector3B
struct	Vector3D
	Defines a vector with three components. More...
class	Vector3Extensions
	Usefull Vector3 extensions
struct	Vector3I
struct	Vector3I_RangeIterator
	A class for simpler traversal of ranges of integer vectors More...
class	Vector3INormalEqualityComparer
	This can be used only to compare normal vectors of Vector3I, where X, Y and Z has values -1, 0 or 1 More...
struct	Vector3S
struct	Vector3UByte
struct	Vector3Ushort
struct	Vector4
	Defines a vector with four components. More...
struct	Vector4D
	Defines a vector with four components. More...
struct	Vector4I
struct	Vector4UByte

Enumerations
enum	ContainmentType { ContainmentType.Disjoint, ContainmentType.Contains, ContainmentType.Intersects }
	Indicates the extent to which bounding volumes intersect or contain one another. More...
enum	CurveContinuity { CurveContinuity.Smooth, CurveContinuity.Step }
	Defines the continuity of CurveKeys on a Curve. More...
enum	CurveLoopType {   CurveLoopType.Constant, CurveLoopType.Cycle, CurveLoopType.CycleOffset, CurveLoopType.Oscillate,   CurveLoopType.Linear }
	Defines how the value of a Curve will be determined for positions before the first point on the Curve or after the last point on the Curve. More...
enum	CurveTangent { CurveTangent.Flat, CurveTangent.Linear, CurveTangent.Smooth }
	Specifies different tangent types to be calculated for CurveKey points in a Curve. More...
enum	PlaneIntersectionType { PlaneIntersectionType.Front, PlaneIntersectionType.Back, PlaneIntersectionType.Intersecting }
	Describes the intersection between a plane and a bounding volume. More...
enum	CubeFace {   CubeFace.Left, CubeFace.Right, CubeFace.Up, CubeFace.Down,   CubeFace.Forward, CubeFace.Backward }

Enumeration Type Documentation

enum VRageMath.ContainmentType

Indicates the extent to which bounding volumes intersect or contain one another.

Parameters

Contains	Indicates that one bounding volume completely contains the other.
Disjoint	Indicates there is no overlap between the bounding volumes.
Intersects	Indicates that the bounding volumes partially overlap.

Enumerator
Disjoint
Contains
Intersects

Definition at line 7 of file ContainmentType.cs.

enum VRageMath.CubeFace

Face in a cube.

Enumerator
Left
Right
Up
Down
Forward
Backward

Definition at line 10 of file Vector3I.cs.

enum VRageMath.CurveContinuity

Defines the continuity of CurveKeys on a Curve.

Parameters

Smooth	Interpolation can be used between this CurveKey and the next.
Step	Interpolation cannot be used between this CurveKey and the next. Specifying a position between the two points returns this point.

Enumerator
Smooth
Step

Definition at line 7 of file CurveContinuity.cs.

enum VRageMath.CurveLoopType

Defines how the value of a Curve will be determined for positions before the first point on the Curve or after the last point on the Curve.

Parameters

Constant	The Curve will evaluate to its first key for positions before the first point in the Curve and to the last key for positions after the last point.
Cycle	Positions specified past the ends of the curve will wrap around to the opposite side of the Curve.
CycleOffset	Positions specified past the ends of the curve will wrap around to the opposite side of the Curve. The value will be offset by the difference between the values of the first and last CurveKey multiplied by the number of times the position wraps around. If the position is before the first point in the Curve, the difference will be subtracted from its value; otherwise, the difference will be added.
Linear	Linear interpolation will be performed to determine the value.
Oscillate	Positions specified past the ends of the Curve act as an offset from the same side of the Curve toward the opposite side.

Enumerator
Constant
Cycle
CycleOffset
Oscillate
Linear

Definition at line 7 of file CurveLoopType.cs.

enum VRageMath.CurveTangent

Specifies different tangent types to be calculated for CurveKey points in a Curve.

Parameters

Flat	A Flat tangent always has a value equal to zero.
Linear	A Linear tangent at a CurveKey is equal to the difference between its Value and the Value of the preceding or succeeding CurveKey. For example, in Curve MyCurve, where i is greater than zero and (i + 1) is less than the total number of CurveKeys in MyCurve, the linear TangentIn of MyCurve.Keys[i] is equal to: ( MyCurve.Keys[i].Value - MyCurve.Keys[i - 1].Value ) Similarly, the linear TangentOut is equal to: ( MyCurve.Keys[i + 1].Value - MyCurve.Keys[i].Value.)
Smooth	A Smooth tangent smooths the inflection between a TangentIn and TangentOut by taking into account the values of both neighbors of the CurveKey. The smooth TangentIn of MyCurve.Keys[i] is equal to: ( ( MyCurve.Keys[i + 1].Value - MyCurve.Keys[i - 1].Value ) * ( ( MyCurve.Keys[i].Position - MyCurve.Keys[i - 1].Position ) / ( MyCurve.Keys[i + 1].Position - MyCurve.Keys[i-1].Position ) ) ) Similarly, the smooth TangentOut is equal to: ( ( MyCurve.Keys[i + 1].Value - MyCurve.Keys[i - 1].Value ) * ( ( MyCurve.Keys[i + 1].Position - MyCurve.Keys[i].Position ) / ( MyCurve.Keys[i + 1].Position - MyCurve.Keys[i - 1].Position ) ) )

Enumerator
Flat
Linear
Smooth

Definition at line 7 of file CurveTangent.cs.

enum VRageMath.PlaneIntersectionType

Describes the intersection between a plane and a bounding volume.

Parameters

Back	There is no intersection, and the bounding volume is in the negative half-space of the Plane.
Front	There is no intersection, and the bounding volume is in the positive half-space of the Plane.
Intersecting	The Plane is intersected.

Enumerator
Front
Back
Intersecting

Definition at line 7 of file PlaneIntersectionType.cs.