trait SVector[A] extends AnyRef
Root trait for representing Vectors
- A
Type for the Vector's coordinate values
- Source
- SVector.scala
- Since
0.3.0
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abstract
def
angle(coordinateX: Int = 0, coordinateY: Int = 1, unit: AngleUnit = Radians): Angle
The angle between the two Cartesian coordinates at the supplied indices
The angle between the two Cartesian coordinates at the supplied indices
- coordinateX
index of the abscissa coordinate (defaults to 0)
- coordinateY
index of the ordinate coordinate (defaults to 1)
- unit
unit for the angle (theta) component (defaults to Radians)
- returns
Angle
-
abstract
def
coordinates: Seq[A]
The list of values that makeup the Vector's Cartesian coordinates
-
abstract
def
crossProduct(that: DoubleVector): SVector[A]
Create the Cross Product of two Vectors
Create the Cross Product of two Vectors
- that
Vector[A]
-
abstract
def
divide(that: Double): SVectorType
Reduce a Vector
Reduce a Vector
- that
Double
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abstract
def
dotProduct(that: DoubleVector): A
Create the Dot Product of two Vectors
Create the Dot Product of two Vectors
- that
Double
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abstract
def
magnitude: A
The scalar value of the Vector
-
abstract
def
minus(that: SVectorType): SVectorType
Subtract two Vectors
Subtract two Vectors
- that
Vector[A]
-
abstract
def
normalize: SVectorType
Creates the Unit Vector which corresponds to this vector
-
abstract
def
plus(that: SVectorType): SVectorType
Add two Vectors
Add two Vectors
- that
Vector[A]
-
abstract
def
times(that: Double): SVectorType
Scale a Vector
Scale a Vector
- that
Double
Concrete Value Members
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final
def
!=(arg0: Any): Boolean
- Definition Classes
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final
def
##(): Int
- Definition Classes
- AnyRef → Any
- def #*: (DoubleVector) ⇒ SVector[A]
- def *(that: DoubleVector): A
- def *(that: Double): SVectorType
- def +: (SVectorType) ⇒ SVectorType
- def -: (SVectorType) ⇒ SVectorType
- def /(that: Double): SVectorType
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final
def
==(arg0: Any): Boolean
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asInstanceOf[T0]: T0
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eq(arg0: AnyRef): Boolean
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equals(arg0: Any): Boolean
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finalize(): Unit
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def
polar(coordinateX: Int = 0, coordinateY: Int = 1, unit: AngleUnit = Radians): (A, Angle)
The polar coordinates (r, theta) of the two Cartesian coordinates at the supplied indices
The polar coordinates (r, theta) of the two Cartesian coordinates at the supplied indices
- coordinateX
index of the abscissa coordinate (defaults to 0)
- coordinateY
index of the ordinate coordinate (defaults to 1)
- unit
unit for the angle (theta) component (defaults to Radians)
- returns
(A, Angle)
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final
def
synchronized[T0](arg0: ⇒ T0): T0
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def
toString(): String
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def
wait(): Unit
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