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求解非线性随机振动的一种新的加权等价线性化方法 被引量:4

A NEW WEIGHTED EQUIVALENT LINEARIZATION TECHNIQUE FOR THE SOLUTION OF NONLINEAR RANDOM VIBRATION
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摘要 本文提出了一种新的权函数,由此构成一种加权等价线性化方法,借助几种常见类型的非线性振动系统进行了计算,结果表明与一般的等价线性化方法或其它加权方法相比,利用建议的方法所得的均方响应与精确解或蒙特卡罗(Monte Carlo)法的数值解之间具有较好的一致性,并有更高的精度。 A new weighting function is suggested in this paper, and with help of it a new weighted equivalent linearization technique is presented. The numerical results of several kinds of nonlinear random vibration systems show that the mean square responses of the proposed approach are much closer to the exact solutions or Monte Carlo solutions, than that obtained from the other methods.
机构地区 河海大学
出处 《工程力学》 EI CSCD 1992年第2期12-22,共11页 Engineering Mechanics
基金 国家自然科学基金资助项目
关键词 非线性 随机振动 加权 等价线性化 nonlinear random vibration, weighted equivalent linearization technique, weighting function, mean square response, equivalent factor, Monte Carlo method
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同被引文献45

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  • 2朱位秋,随机振动,1992年
  • 3俞载道,随机振动的理论与应用,1988年
  • 4庄表中,非线性随机振动理论及应用,1986年
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  • 6Cargo A,Francescutto A,Nabergoj R.Subharmonics o-scillation in nonlinear rolling[J].Ocean Engng,1984,11:663-669.
  • 7Nayfeh A H,Khdeir A A.Nonlinear rolling of ships in regular beam seas[J].ISP,1986,33(379):40-49.
  • 8Nayfeh A H,Oh I G.Nonlinear coupled pitch and roll motions in the presence of internal resonance:part I,theory[J].ISP,1995,42(432):295-324.
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  • 10Thompson J M T.Designing against capsize in beam seas:recent advances and new insight[J].Applied Mechanics Rev,1997,50:307-325.

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