A 3-dimensional vector, in a 3-dimensional vector space.
This class is immutable, meaning its values cannot change, so it is safe to be stored as a key in maps or in collections.
No, it's not an arrow.
It might be required for you to import the package if you encounter any issues (like casting an Array), so better be safe than sorry and add the import at the very top of the file.
import crafttweaker.api.util.MCVector3d;
MCVector3d implements the following interfaces. That means all methods defined in these interfaces are also available in MCVector3d
new MCVector3d(x as double, y as double, z as double) as MCVector3d
| Parameter | Type | Description |
|---|
| x | double | Nessuna descrizione fornita |
| y | double | Nessuna descrizione fornita |
| z | double | Nessuna descrizione fornita |
Return Type: MCVector3i
// MCVector3d.asVector3i() as MCVector3i
myMCVector3d.asVector3i();
Performs the cross product between this vector and other.
Returns: The cross product.
Return Type: MCVector3d
MCVector3d.cross(other as MCVector3d) as MCVector3d
| Parameter | Type | Description |
|---|
| other | MCVector3d | The other vector. |
Computes the Euclidean distance between this vector and the other vector.
Returns: The Euclidean distance between them.
Return Type: double
MCVector3d.distanceTo(other as MCVector3d) as double
| Parameter | Type | Description |
|---|
| other | MCVector3d | The other vector. |
Performs a dot product between this vector and other.
Returns: The dot product.
Return Type: double
MCVector3d.dot(other as MCVector3d) as double
| Parameter | Type | Description |
|---|
| other | MCVector3d | The other vector. |
Gets the coordinate of this vector that corresponds to the given DirectionAxis.
Returns: The value of the corresponding coordinate.
Return Type: double
MCVector3d.getCoordinate(axis as DirectionAxis) as double
Gets the coordinate of this vector identified by the specified index.
Namely, 0 corresponds to the X coordinate, 1 to Y, and 2 to Z.
Returns: The value of the corresponding coordinate.
Return Type: double
MCVector3d.getCoordinate(index as int) as double
| Parameter | Type | Description |
|---|
| index | int | The coordinate index. |
Subtracts other from this vector.
Returns: The subtraction result.
Return Type: MCVector3d
MCVector3d.minus(other as MCVector3d) as MCVector3d
| Parameter | Type | Description |
|---|
| other | MCVector3d | The other vector. |
Subtracts the vector (x, y, z) from this vector.
Returns: The subtraction result.
Return Type: MCVector3d
MCVector3d.minus(x as double, y as double, z as double) as MCVector3d
| Parameter | Type | Description |
|---|
| x | double | The x component of the other vector. |
| y | double | The y component of the other vector. |
| z | double | The z component of the other vector. |
Normalizes the current vector, making it of unit length.
Returns: The normalized vector.
Return Type: MCVector3d
// MCVector3d.normalize() as MCVector3d
myMCVector3d.normalize();
Adds this vector to the other vector, computing their sum member by member.
Returns: The sum.
Return Type: MCVector3d
MCVector3d.plus(other as MCVector3d) as MCVector3d
| Parameter | Type | Description |
|---|
| other | MCVector3d | The other vector. |
Adds this vector to the vector (x, y, z), computing their sum member by member.
Returns: The sum.
Return Type: MCVector3d
MCVector3d.plus(x as double, y as double, z as double) as MCVector3d
| Parameter | Type | Description |
|---|
| x | double | The x component of the other vector. |
| y | double | The y component of the other vector. |
| z | double | The z component of the other vector. |
Scales the current vector by the given factor.
Returns: The scaled vector.
Return Type: MCVector3d
MCVector3d.scale(factor as double) as MCVector3d
| Parameter | Type | Description |
|---|
| factor | double | The factor. |
Computes the squared Euclidean distance between this vector and the other vector.
This method is faster and less error-prone than calling distanceTo and squaring the result.
Returns: The squared Euclidean distance between them.
Return Type: double
MCVector3d.squareDistanceTo(other as MCVector3d) as double
| Parameter | Type | Description |
|---|
| other | MCVector3d | The other vector. |
Subtracts this vector from the other vector and returns the result.
Returns: The result.
Return Type: MCVector3d
MCVector3d.subtractReverse(other as MCVector3d) as MCVector3d
| Parameter | Type | Description |
|---|
| other | MCVector3d | The vector from which this vector should be subtracted from. |
Multiplies the two vectors member by member, computing what is known as the Hadamard product.
Returns: The Hadamard product.
Return Type: MCVector3d
MCVector3d.times(other as MCVector3d) as MCVector3d
| Parameter | Type | Description |
|---|
| other | MCVector3d | The other vector. |
Multiplies this vector with the vector (x, y, z), computing what is known as the Hadamard product.
Returns: The Hadamard product.
Return Type: MCVector3d
MCVector3d.times(x as double, y as double, z as double) as MCVector3d
| Parameter | Type | Description |
|---|
| x | double | The x component of the other vector. |
| y | double | The y component of the other vector. |
| z | double | The z component of the other vector. |
| Name | Type | Ha Getter | Ha Setter | Description |
|---|
| inverse | MCVector3d | true | false | Inverts the vector, effectively flipping it.
This is equivalent to a scale by -1, or a rotation of pi radians around the origin. |
| magnitude | double | true | false | Gets the length, also known as magnitude, of the vector. |
| magnitudeSquared | double | true | false | Gets the squared length, also known as squared magnitude, of the vector.
This method is faster and less error-prone than calling magnitude and squaring the result. |
| x | double | true | false | Gets the X coordinate of this vector. |
| y | double | true | false | Gets the Y coordinate of this vector. |
| z | double | true | false | Gets the Z coordinate of this vector. |
