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楼主: qgjs2008
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[分享] 小球弹跳

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发表于 2013-12-28 15:22:47 | 显示全部楼层 来自: 中国山东潍坊
qgjs2008 发表于 2013-12-28 14:44 static/image/common/back.gif4 Q2 q& L. z) H
这是我做的动画图还有一个视频,看看能不能帮忙看看哪里出现了错误!!!!谢谢@!!!!小球弹起仿真.rar1 ...
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不好意思,早上忘了,现在发给你!!!!!!!

小球弹起仿真.rar

248.9 KB, 下载次数: 3

 楼主| 发表于 2013-12-28 17:22:16 | 显示全部楼层 来自: 中国吉林长春
改好了!
  M$ ~0 l+ c' _( r问题很简单:
# _6 m2 q  X9 ~& W* h% ~1.运动算例的开始小球位置应在底板的上方一定高度,(你的原文件二者是接触状态)
: O, ]) [* y" S8 X2 O2.根据实际高度将引力值修改。
* C" V, O/ x, h4 Q5 u* I再试一下,OK!
1 k% W1 M8 A) S6 L

小球弹跳.rar

320.68 KB, 下载次数: 3

发表于 2013-12-29 09:42:40 | 显示全部楼层 来自: 中国山东潍坊
哎!!!!我试了好几遍也没成功,不过还是要谢谢你!你的文件版本好像太高,我打不开,但我看别人的视频,怎么还有个自由度问题!!!!!!!!为什么小球在模型状态下底板与球是有一定距离的,但是一点击运动算例,底板与小球就接触在一起了!!!不明白!!如果你有空可否做个视频看看,多谢!!!!!
发表于 2013-12-29 16:03:18 | 显示全部楼层 来自: 中国山东青岛
搞不会啊,怎么搞得
发表于 2013-12-29 16:43:11 | 显示全部楼层 来自: 中国山东潍坊
qgjs2008 发表于 2013-12-28 17:22 static/image/common/back.gif# z; l% F% T. U! w3 Z1 \, ?2 j: y
改好了!' v- P6 y+ v( c6 b
问题很简单:  N. W9 Z3 G/ D4 g9 w$ t  b
1.运动算例的开始小球位置应在底板的上方一定高度,(你的原文件二者是接触状态 ...
2 u7 v5 g: Y, A
哎!!!!我试了好几遍也没成功,不过还是要谢谢你!你的文件版本好像太高,我打不开,但我看别人的视频,怎么还有个自由度问题!!!!!!!!为什么小球在模型状态下底板与球是有一定距离的,但是一点击运动算例,底板与小球就接触在一起了!!!不明白!!如果你有空可否做个视频看看,多谢!!!!!
 楼主| 发表于 2013-12-29 19:23:18 | 显示全部楼层 来自: 中国吉林长春
1,动画的开始是指时间轴在0秒处,球与底板分开一定高度;$ B2 F* _, p3 X- ]
2,你的动画需要将时间轴拖回到0秒,右键点击视向及相机视图---禁用观阅键码生成---调整球与底板高度---再点击禁用观阅键码生成,动画开头修改完毕。
* C3 D7 Q, e; X1 p( I" b' G; @再试试!
6 u* k3 `$ D- a# [! phttp://data:image/png;base64,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 楼主| 发表于 2013-12-29 20:40:59 | 显示全部楼层 来自: 中国吉林长春
这是我刚录制的更改视频,你参考一下吧!6 p& g. B3 n! {2 @# G4 J
或许有帮助!
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小球弹跳视频.rar

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