@manycore/idp-sdk - npm Package Compare versions

Comparing version 1.0.0-alpha.11 to 1.0.0-alpha.12

package.json

 {
   "name": "@manycore/idp-sdk",
-  "version": "1.0.0-alpha.11",
+  "version": "1.0.0-alpha.12",
   "description": "idp sdk typings",
@@ -5,0 +5,0 @@ "homepage": "",

src/@qunhe/math-apaas-api/index.d.ts

@@ -525,2 +525,15 @@ // QunHe Math API:
 /**
+ * Face2d boolean result
+ */
+export interface KFaceBooleanRet {
+    /**
+     * Whether the boolean operation is succeeded or not.
+     */
+    success: boolean;
+    /**
+     * The result faces of boolean operation.
+     */
+    resultFaces: KFace2d[];
+}
+/**
  * The KGeometry class defines a number of methods that let you perform different geometric operations,
@@ -546,2 +559,8 @@ * such as creating geometric curves, surfaces, using geometric algorithms, etc.
     /**
+     * Creates an instance of KVector2d
+     * @param x The x value of the 2D vector
+     * @param y The y value of the 2D vector
+     */
+    createVector2d(x: number, y: number): KVector2d;
+    /**
      * Creates an instance of KVector3d.
@@ -565,2 +584,29 @@ * @param x The x value of the 3D vector.
      */
+    createIdentityMatrix3(): KMatrix4;
+    /**
+     * Create an translation transform matrix.
+     * @param x The amount to translate in the X axis.
+     * @param y The amount to translate in the Y axis.
+     * @returns The translation transform matrix.
+     */
+    createTranslationMatrix3(x: number, y: number): KMatrix3;
+    /**
+     * Create an transform matrix that does rotation about an axis.
+     * The axis is defined by a point and a vector. The angle is given in radians.
+     * @param angle The angle of rotation in radians.
+     * @param center The point to define the axis.
+     * @returns The rotation transform matrix.
+     */
+    createRotateMatrix3(angle: number, center: KPoint2d): KMatrix3;
+    /**
+     * Create a matrix as scale transform.
+     * @param x The amount to scale in the X axis.
+     * @param y The amount to scale in the Y axis.
+     * @returns The scale transform matrix.
+     */
+    createScaleMatrix3(x: number, y: number): KMatrix3;
+    /**
+     * Create an identity matrix.
+     * @returns The identity matrix.
+     */
     createIdentityMatrix4(): KMatrix4;
@@ -593,2 +639,11 @@ /**
     /**
+     * Create a transformation matrix which align global ccs to the given ccs.
+     * @param x The x direction of the given coordinate system.
+     * @param y The y direction of the given coordinate system.
+     * @param z The z direction of the given coordinate system.
+     * @param origin The origin of the given coordinate system.
+     * @returns The transformation matrix.
+     */
+    createAlignCCSMatrix4(x: KVector3d, y: KVector3d, z: KVector3d, origin: KPoint3d): KMatrix4;
+    /**
      * Creates an instance of KLine3d.
@@ -775,5 +830,5 @@ * @param point The origin point of the 3D line.
      * @param type the boolean type
-     * @param resultFaces the boolean result.
+     * @returns The KFaceBooleanRet includes result faces and success status.
      */
-    faces2dBoolean(faces1: KFace2d[], faces2: KFace2d[], type: KFaceBooleanType, resultFaces: KFace2d[]): boolean;
+    faces2dBoolean(faces1: KFace2d[], faces2: KFace2d[], type: KFaceBooleanType): KFaceBooleanRet;
 }
@@ -1164,2 +1219,9 @@ /**
     /**
+     * Get signed distance between the point and the plane.
+     * If the point is on the positive normal side, the sign is +, otherwise it's -
+     * @param point
+     * @return
+     */
+    signedDistanceTo(point: KPoint3d): number;
+    /**
      * Return the cloned surface of this.
@@ -1331,2 +1393,11 @@ * @returns The cloned surface.
     /**
+     * Check if the two vectors are in same direction, meaning on the same side.
+     * @param other The vector to compare this vector with.
+     * @param distanceTolerance It will provide distance tolerance when the length of vectors are measured.The default value is 1e-6.
+     * @param cosTolerance It will provide cosine tolerance when the direction of vectors are measured.The default value is 1e-6.
+     * @param checkFuzzyZeroVec The default value is true.
+     * @returns Return true if same, otherwise return false.
+     */
+    isOnSameSide(other: KVector2d, distanceTolerance?: number, cosTolerance?: number, checkFuzzyZeroVec?: boolean): boolean;
+    /**
      * Check if this vector is opposite with other vector with specified tolerance.
@@ -1467,3 +1538,3 @@ * If checkFuzzyZeroVec is true, any vector's length is nearly zero within the tolerance, false will be returned directly.
     /**
-     * Check if this vector is same direction with other vector with specified tolerance.
+     * Check if the directions of two vectors are equal within specified tolerance.
      * If checkFuzzyZeroVec is true, any vector's length is nearly zero within the tolerance, false will be returned directly.
@@ -1479,2 +1550,11 @@ * If checkFuzzyZeroVec if false, only when any vector's length is exact 0, false will be returned directly.
     /**
+     * Check if the two vectors are in same direction, meaning on the same side.
+     * @param other The vector to compare this vector with.
+     * @param distanceTolerance It will provide distance tolerance when the length of vectors are measured.The default value is 1e-6.
+     * @param cosTolerance It will provide cosine tolerance when the direction of vectors are measured.The default value is 1e-6.
+     * @param checkFuzzyZeroVec The default value is true.
+     * @returns Return true if same, otherwise return false.
+     */
+    isOnSameSide(other: KVector3d, distanceTolerance?: number, cosTolerance?: number, checkFuzzyZeroVec?: boolean): boolean;
+    /**
      * Check if this vector is opposite with other vector with specified tolerance.
@@ -1481,0 +1561,0 @@ * If checkFuzzyZeroVec is true, any vector's length is nearly zero within the tolerance, false will be returned directly.

No alert changes

Improved metrics

Total package byte prevSize

64512

increased by5.89%

Lines of code

1805

increased by4.64%

No dependency changes