javascript
/
three.js
镜像来自 https://github.com/tazdij/three.js.git


			
				
					
						
						
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		<h1>数学函数（[name]）</h1>

		<p class="desc">具有多个数学实用函数的对象。</p>

		<h2>函数（Functions）</h2>

		<h3>[method:Float clamp]( [param:Float value], [param:Float min], [param:Float max] )</h3>
		<p>
		[page:Float value] — 需要clamp处理的值。<br />
		[page:Float min] — 最小值。<br />
		[page:Float max] — 最大值。<br /><br />

		限制数值[page:Float value]处于最小值[page:Float min]和最大值[page:Float max]之间。
		</p>

		<h3>[method:Float degToRad]( [param:Float degrees] )</h3>
		<p>将度转化为弧度。</p>

		<h3>[method:Integer euclideanModulo]( [param:Integer n], [param:Integer m] )</h3>
		<p>
		[page:Integer n], [page:Integer m] - 整型<br /><br />
		计算 [page:Integer m] % [page:Integer n] 的欧几里得模:
		<code>( ( n % m ) + m ) % m</code>
		</p>

		<h3>[method:UUID generateUUID]( )</h3>
		<p>
			创建一个全局唯一标识符 [link:https://en.wikipedia.org/wiki/Universally_unique_identifier UUID]。
		</p>

		<h3>[method:Boolean isPowerOfTwo]( [param:Number n] )</h3>
		<p>如果 [page:Number n] 是2的幂，返回true。</p>

		<h3>[method:Float lerp]( [param:Float x], [param:Float y], [param:Float t] )</h3>
		<p>
		[page:Float x] - 起始点。 <br />
		[page:Float y] - 终点。 <br />
		[page:Float t] - 闭区间 [0,1] 内的插值因子。<br><br />

		返回给定区间的线性插值[link:https://en.wikipedia.org/wiki/Linear_interpolation linearly interpolated]结果 - [page:Float t] = 0 将会返回 [page:Float x]
		如果 [page:Float t] = 1 将会返回 [page:Float y].
		</p>

		<h3>[method:Float mapLinear]( [param:Float x], [param:Float a1], [param:Float a2], [param:Float b1], [param:Float b2] )</h3>
		<p>
		[page:Float x] — 用于映射的值。<br />
		[page:Float a1] — A区间最小值。<br />
		[page:Float a2] — A区间最大值。<br />
		[page:Float b1] — B区间最小值。<br />
		[page:Float b2] — A区间最大值。<br /><br />

		x从范围[[page:Float a1], [page:Float a2]] 到范围[[page:Float b1], [page:Float b2]]的线性映射。
		</p>

		<h3>[method:Integer ceilPowerOfTwo]( [param:Number n] )</h3>
		<p>返回大于等于 [page:Number n] 的2的最小次幂。</p>

		<h3>[method:Integer floorPowerOfTwo]( [param:Number n] )</h3>
		<p>返回小于等于 [page:Number n] 的2的最大幂。</p>

		<h3>[method:Float radToDeg]( [param:Float radians] )</h3>
		<p>将弧度转换为角度。</p>

		<h3>[method:Float randFloat]( [param:Float low], [param:Float high] )</h3>
		<p>在区间 [[page:Float low], [page:Float high]] 内随机一个浮点数。</p>

		<h3>[method:Float randFloatSpread]( [param:Float range] )</h3>
		<p>在区间 [- [page:Float range] / 2, [page:Float range] / 2] 内随机一个浮点数。</p>

		<h3>[method:Integer randInt]( [param:Integer low], [param:Integer high] )</h3>
		<p>在区间 [[page:Float low], [page:Float high]] 内随机一个整数。</p>

		<h3>[method:Float seededRandom]( [param:Integer seed] )</h3>
		<p>在区间 [0, 1] 中生成确定性的伪随机浮点数。 整数种子是可选的。</p>

		<h3>[method:Float smoothstep]( [param:Float x], [param:Float min], [param:Float max] )</h3>
		<p>
		[page:Float x] - 根据其在最小值和最大值之间的位置来计算的值。 <br />
		[page:Float min] - 任何x比最小值还小会返回0.<br />
		[page:Float max] - 任何x比最大值还大会返回0.<br /><br />

		返回0-1之间的值，该值表示x在最小值和最大值之间移动的百分比，但是当x接近最小值和最大值时，变化程度会平滑或减慢。<br/><br/>

		查看更多详情请移步到 [link:http://en.wikipedia.org/wiki/Smoothstep Smoothstep] 。
		</p>

		<h3>[method:Float smootherstep]( [param:Float x], [param:Float min], [param:Float max] )</h3>
		<p>
			[page:Float x] - 根据其在最小值和最大值之间的位置来计算的值。 <br />
			[page:Float min] - 任何x比最小值还小会返回0.<br />
			[page:Float max] - 任何x比最大值还大会返回0.<br /><br />

		返回一个0-1之间的值。它和smoothstep相同，但变动更平缓。[link:https://en.wikipedia.org/wiki/Smoothstep#Variations variation on smoothstep] 在x=0和x=1处有0阶和二阶导数。
		</p>

		<h3>[method:null setQuaternionFromProperEuler]( [param:Quaternion q], [param:Float a], [param:Float b], [param:Float c], [param:String order] )</h3>
		<p>
		[page:Quaternion q] - the quaternion to be set<br />
		[page:Float a] - the rotation applied to the first axis, in radians <br />
		[page:Float b] - the rotation applied to the second axis, in radians <br />
		[page:Float c] - the rotation applied to the third axis, in radians <br />
		[page:String order] - a string specifying the axes order: 'XYX', 'XZX', 'YXY', 'YZY', 'ZXZ', or 'ZYZ'<br /><br />

		Sets quaternion [page:Quaternion q] from the [link:http://en.wikipedia.org/wiki/Euler_angles intrinsic Proper Euler Angles] defined by angles [page:Float a], [page:Float b], and [page:Float c], and order [page:String order].<br />

		Rotations are applied to the axes in the order specified by [page:String order]: rotation by angle [page:Float a] is applied first, then by angle [page:Float b], then by angle [page:Float c]. Angles are in radians.
		</p>

		<h2>Source</h2>

		<p>
			[link:https://github.com/mrdoob/three.js/blob/master/src/[path].js src/[path].js]
		</p>
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