mirror of
https://gitee.com/openharmony/interface_sdk-js
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23e8d0f498
Signed-off-by: yan-shuifeng <yanshuifeng@huawei.com> Change-Id: I3bbaf8292bd5ed22fb9e77b233fab09f483ed260
264 lines
6.7 KiB
TypeScript
264 lines
6.7 KiB
TypeScript
/*
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* Copyright (c) 2020 Huawei Device Co., Ltd.
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* Licensed under the Apache License, Version 2.0 (the "License");
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* you may not use this file except in compliance with the License.
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* You may obtain a copy of the License at
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*
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* http://www.apache.org/licenses/LICENSE-2.0
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*
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* Unless required by applicable law or agreed to in writing, software
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* distributed under the License is distributed on an "AS IS" BASIS,
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* WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
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* See the License for the specific language governing permissions and
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* limitations under the License.
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*/
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/**
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* Used to do matrix operations
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* @import import Matrix4 from '@ohos.matrix4'
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* @syscap SystemCapability.ArkUI.ArkUI.Full
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* @since 7
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*/
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declare namespace matrix4 {
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/**
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* Set translation parameters
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* @since 7
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*/
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interface TranslateOption {
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/**
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* Indicates the translation distance of the x-axis, in px.
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* @since 7
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*/
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x?: number;
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/**
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* Indicates the translation distance of the y-axis, in px.
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* @since 7
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*/
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y?: number;
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/**
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* Indicates the translation distance of the z-axis, in px.
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* @since 7
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*/
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z?: number;
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}
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/**
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* Set scaling parameters
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* @since 7
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*/
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interface ScaleOption {
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/**
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* Zoom factor of the x-axis.
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* @since 7
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*/
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x?: number;
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/**
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* Zoom factor of the y-axis.
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* @since 7
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*/
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y?: number;
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/**
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* Zoom factor of the z-axis.
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* @since 7
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*/
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z?: number;
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/**
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* Transform the x-axis coordinate of the center point.
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* @since 7
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*/
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centerX?: number;
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/**
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* Transform the y-axis coordinate of the center point.
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* @since 7
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*/
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centerY?: number;
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}
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/**
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* Set Rotation Parameters.
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* @since 7
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*/
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interface RotateOption {
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/**
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* Axis of rotation vector x coordinate.
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* @since 7
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*/
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x?: number;
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/**
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* Axis of rotation vector y coordinate.
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* @since 7
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*/
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y?: number;
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/**
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* Axis of rotation vector z coordinate.
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* @since 7
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*/
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z?: number;
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/**
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* Transform the x-axis coordinate of the center point.
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* @since 7
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*/
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centerX?: number;
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/**
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* Transform the y-axis coordinate of the center point.
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* @since 7
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*/
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centerY?: number;
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/**
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* Rotation angle.
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* @since 7
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*/
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angle?: number;
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}
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/**
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* Matrix4Transit.
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* @since 7
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*/
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interface Matrix4Transit {
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/**
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* Copy function of Matrix, which can copy a copy of the current matrix object.
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* @since 7
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* @return Return to Matrix4Transit
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*/
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copy(): Matrix4Transit;
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/**
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* The inverse function of Matrix returns an inverse matrix of the current matrix object, that is, the effect is exactly the opposite.
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* @since 7
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* @return Return to Matrix4Transit
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*/
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invert(): Matrix4Transit;
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/**
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* Matrix superposition function, which can superpose the effects of two matrices to generate a new matrix object.
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* @since 7
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* @return Return to Matrix4Transit
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*/
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combine(options: Matrix4Transit): Matrix4Transit;
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/**
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* Matrix translation function, which can add the x-axis, Y-axis, or Z-axis translation effect to the current matrix.
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* @since 7
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* @return Return to Matrix4Transit
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*/
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translate(options: TranslateOption): Matrix4Transit;
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/**
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* Scaling function of the Matrix, which can add the x-axis, Y-axis, or Z-axis scaling effect to the current matrix.
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* @since 7
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* @return Return to Matrix4Transit
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*/
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scale(options: ScaleOption): Matrix4Transit;
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/**
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* Rotation function of the Matrix. You can add the x-axis, Y-axis, or Z-axis rotation effect to the current matrix.
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* @since 7
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* @return Return to Matrix4Transit
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*/
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rotate(options: RotateOption): Matrix4Transit;
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/**
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* Matrix coordinate point conversion function, which can apply the current transformation effect to a coordinate point.
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* @since 7
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* @return Return to Matrix4Transit
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*/
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transformPoint(options: [number, number]): [number, number];
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}
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/**
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* Constructor of Matrix, which can create a fourth-order matrix based on the input parameters. The matrix is column-first.
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* @since 7
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* @return Return to Matrix4Transit
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*/
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function init(
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options: [
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number,
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number,
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number,
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number,
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number,
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number,
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number,
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number,
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number,
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number,
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number,
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number,
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number,
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number,
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number,
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number,
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],
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): Matrix4Transit;
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/**
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* Matrix initialization function, which can return an identity matrix object.
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* @since 7
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* @return Return to Matrix4Transit
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*/
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function identity(): Matrix4Transit;
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/**
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* Copy function of Matrix, which can copy a copy of the current matrix object.
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* @since 7
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* @return Return to Matrix4Transit
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*/
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function copy(): Matrix4Transit;
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/**
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* The inverse function of Matrix returns an inverse matrix of the current matrix object, that is, the effect is exactly the opposite.
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* @since 7
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* @return Return to Matrix4Transit
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*/
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function invert(): Matrix4Transit;
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/**
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* Matrix superposition function, which can superpose the effects of two matrices to generate a new matrix object.
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* @since 7
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* @return Return to Matrix4Transit
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*/
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function combine(options: Matrix4Transit): Matrix4Transit;
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/**
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* Matrix translation function, which can add the x-axis, Y-axis, or Z-axis translation effect to the current matrix.
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* @since 7
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* @return Return to Matrix4Transit
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*/
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function translate(options: TranslateOption): Matrix4Transit;
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/**
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* Scaling function of the Matrix, which can add the x-axis, Y-axis, or Z-axis scaling effect to the current matrix.
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* @since 7
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* @return Return to Matrix4Transit
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*/
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function scale(options: ScaleOption): Matrix4Transit;
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/**
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* Rotation function of the Matrix. You can add the x-axis, Y-axis, or Z-axis rotation effect to the current matrix.
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* @since 7
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* @return Return to Matrix4Transit
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*/
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function rotate(options: RotateOption): Matrix4Transit;
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/**
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* Matrix coordinate point conversion function, which can apply the current transformation effect to a coordinate point.
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* @since 7
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* @return Return to Matrix4Transit
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*/
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function transformPoint(options: [number, number]): [number, number];
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}
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export default matrix4;
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