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Description: 三维空间中的分形插值算法
① 在X-Y平面上绘制一个n×n的正方形网格，并对4个角点在Z方向上分别设置初始高度ha，hb，hc，hd，得到A，B，C，D这4点（如图10.3所示）。
② 根据式hm=（ha+hb+hc+hd）/4+△，计算正方形网格中点的高度hm，其中△为一随机量，从而得到M点。
③ 根据角点和中点以及虚拟点，计算边中点的高度，即
he=(ha+hb+hm+0)/4+△
hf=(hb+hc+hm+0)/4+△
hg=(hc+hd+hm+0)/4+△
hh=(hd+ha+hm+0)/4+△
其中，△为一随机量，从而得到E，F，G，H这4点。
④ 再根据E，B，F，M4点的高度计算小正方形EBFM中点的高度，类似地计算小正方形MFCG，HMGD，AEMH中点的高度，即
he’=(ha+hb+hm+he)/4+△1
hf ’=(hb+hc+hm+hf)/4+△1
hg’=(hc+hd+hm+hg)/4+△1
hh’=(hd+ha+hm+hh)/4+△1
以及这些正方形边中点的高度。
⑤ 递归步骤③和步骤④使正方形网格逐步细化，直至达到预期递归深度，然后连接每个正方形网格点。
-Three-dimensional space fractal interpolation algorithm
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Description: This document presents an overview of the technology and business landscape, the
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Description: 一类从动件在两极限位置具有直到三阶停歇机构运动从动件位移速度加速度程序（内附题目、程序、结果）
图4
1） 设计参数
从动件半摆角ψb
O3O5=L2 , O3O1=L1
ψb L1 L2 J1 J3 J5 m2 m4 ω1 [δ]
1 0.349 0.072 0.086 0.2 L1 0.65 L2 0.45 L2 200 L1 300 L2 25 0.02
2 0.419 0.082 0.098 0.2 2L1 0.75 L2 0.50 L2 205 L1 315 L2 26 0.02
3 0.489 0.095 0.095 0.2 4L1 0.85 L2 0.55 L2 215 L1 335 L2 30 0.02
4 0.559 0.105 0.115 0.30 L1 0.90 L2 0.58L2 230 L1 350 L2 35 0.02
5 0.615 0.108 0.125 0.34 L1 0.92 L2 0.62 L2 240 L1 355 L2 45 0.02
rad m KG.m2 KG rad/s
2） 输出项目
求当原动件运动一个周期，其余构件的运动规律
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forwarding is done at Layer 2, all protocols can go
transparently through a bridge.
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802.1d standard. [1]. The original Linux bridging was first
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