Tuple2f Class in Java

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Tuple2f Class
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MATH OBJECTS
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computes the Euclidean distance between this point and point p1 and returns the result
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public final float distanceL1(Point2f p1)
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This method computes the L1 (Manhattan) distance between this point and point p1 The L1 distance is equal to
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abs ( x1 x2 ) + abs ( y1 y2 )
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public final float distanceLinf(Point2f p1)
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This method computes the L distance between this point and point p1 The L distance is equal to
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MAX [ abs ( x1 x2 ), abs ( y1 y2 ) ]
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A112
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Vector2f Class
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The Vector2f class extends Tuple2f The Vector2f is a two-element vector represented by single-precision oating-point x,y coordinates Constructors
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public public public public public Vector2f(float x, float y) Vector2f(float v[]) Vector2f(Vector2f v1) Vector2f(Tuple2f t1) Vector2f()
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These four constructors each return a new Vector2f The rst constructor generates a Vector2f from two oating-point numbers x and y The second constructor generates a Vector2f from the rst two elements of array v The third constructor generates a Vector2f from the vector v1 The fourth constructor generates a Vector2f from the speci ed Tuple2f The nal constructor generates a Vector2f with the value of (00, 00) Methods
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public final float dot(Vector2f v1)
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The dot method computes the dot product between this vector and vector v1 and returns the resulting value
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Java 3D API Specification
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MATH OBJECTS public final float lengthSquared() public final float length()
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Tuple3b Class
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The lengthSquared method computes the square of the length of the vector this and returns its length as a single-precision oating-point number The length method computes the length of the vector this and returns its length as a single-precision oating-point number
public final void normalize(Vector2f v1) public final void normalize()
The rst normalize method normalizes the vector v1 to unit length and places the result in this The second normalize method normalizes the vector this and places the resulting unit vector back into this
public final float angle(Vector2f v1)
This method returns the angle, in radians, between this vector and vector v1 The return value is constrained to the range [0, ] A113 TexCoord2f Class
The TexCoord2f class is a subset of Tuple2f The TexCoord2f is a two-element vector represented by single-precision oating-point x,y coordinates Constructors
public public public public public TexCoord2f(float x, float y) TexCoord2f(float v[]) TexCoord2f(TexCoord2f v1) TexCoord2f(Tuple2f t1) TexCoord2f()
These four constructors each return a new TexCoord2f The rst constructor generates a TexCoord2f from two oating-point numbers x and y The second constructor generates a TexCoord2f from the rst two elements of array v The third constructor generates a TexCoord2f from the TexCoord2f v1 The fourth constructor generates a TexCoord2f from the Tuple2f t1 The nal constructor generates a TexCoord2f with the value of (00, 00)
A12 Tuple3b Class
The Tuple3b class is used for colors This class represents a three-byte tuple
Version 11 Alpha 01, February 27, 1998
A12
Tuple3b Class
MATH OBJECTS
Variables The component values of a Tuple3b are directly accessible through the public variables x, y, and z To access the x (red) component of a Tuple3b called myColor, a programmer would write myColorx The programmer would access the y (green) and z (blue) components similarly Note: Java de nes a byte as a signed integer in the range [ 128, 127] However, colors are more typically represented by values in the range [0, 255] Java 3D recognizes this and, in those cases where Color3b is used to represent color, treats the bytes as if the range were [0, 255]
public byte x public byte y public byte z
The red, green, and blue values, respectively Constructors
public public public public Tuple3b(byte b1, byte b2, byte b3) Tuple3b(byte t[]) Tuple3b(Tuple3b t1) Tuple3b()
These four constructors each return a new Tuple3b The rst constructor generates a Tuple3b from three bytes b1, b2, and b3 The second constructor generates a Tuple3b from the rst three elements of array t The third constructor generates a Tuple3b from the byte-precision Tuple3b t1 The nal constructor generates a Tuple3b with the value of (00, 00, 00) Methods
public String toString()
This method returns a string that contains the values of this Tuple3b
Java 3D API Specification
MATH OBJECTS public public public public final final final final void void void void set(byte t[]) set(Tuple3b t1) get(byte t[]) get(Tuple3b t1)