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关注:1
2013-05-23 12:21
求翻译:Which means that the {14027}N{14028} eigenvectors: {{14029}Ψ{14030}}{14031}1{14032}, {{14033}Ψ{14034}}{14035}2{14036}, {{14037}Ψ{14038}}{14039}3{14040}, ..., {{14041}Ψ{14042}}{14043}{14044}N{14045}{14046} are also the real normal modes of the damped structure of {14047}N{14048} degrees-of-freedom.是什么意思? 待解决
悬赏分:1
- 离问题结束还有
Which means that the {14027}N{14028} eigenvectors: {{14029}Ψ{14030}}{14031}1{14032}, {{14033}Ψ{14034}}{14035}2{14036}, {{14037}Ψ{14038}}{14039}3{14040}, ..., {{14041}Ψ{14042}}{14043}{14044}N{14045}{14046} are also the real normal modes of the damped structure of {14047}N{14048} degrees-of-freedom.
问题补充: |
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2013-05-23 12:21:38
正在翻译,请等待...
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2013-05-23 12:23:18
正在翻译,请等待...
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2013-05-23 12:24:58
哪些意味着 (14027个)N( 14028) 特征向量: ((14029) Ψ( 14030))( 14031) 1( 14032), ((14033) Ψ( 14034))( 14035) 2( 14036), ((14037) Ψ( 14038))( 14039) 3( 14040),…, ((14041) Ψ( 14042))( 14043)( 14044) N( 14045)( 14046) 也是14047 N 14048程度自由被阻止的结构的真正的 ()正常振荡型() 。
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2013-05-23 12:26:38
这意味着 {14027} N {14028} 特征向量: {{14029} Ψ {14030}} {14031} 1 {14032} {{14033} Ψ {14034}} {14035} 2 {14036} {{14037} Ψ {14038}} {14039} 3 {14040}......,{{14041} Ψ {14042}} {14043} {14044} N {14045} {14046} {14047} N {14048}-的-自由度阻尼结构的真正正常的模式也有。
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2013-05-23 12:28:18
正在翻译,请等待...
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