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基于分形理論的結(jié)合面法向接觸阻尼與損耗因子模型
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國家自然科學(xué)基金資助項目(51275328)、山西省回國留學(xué)人員科研資助項目(2011-076)和山西省自然科學(xué)基金資助項目(2012011023-4)


Normal Contact Damping and Dissipation Factor Model of Joint Interfaces Based on Fractal Theory
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    摘要:

    基于結(jié)合面法向阻尼耗能機理及MB接觸分形修正模型,提出了一種結(jié)合面法向接觸阻尼模型及結(jié)合面間阻尼損耗因子模型。仿真結(jié)果表明,分形維數(shù)在較小范圍內(nèi),法向阻尼與法向總載荷呈微凹弧非線性關(guān)系,且隨著法向總載荷和分形維數(shù)的增大而減小,隨著分形尺度參數(shù)的增大而增大;分形維數(shù)在較大范圍內(nèi),法向阻尼與法向總載荷呈微凸弧非線性關(guān)系,且隨著法向總載荷和分形維數(shù)的增大而增大,隨著分形尺度參數(shù)的增大而減小。而結(jié)合面損耗因子與法向總載荷呈微凹弧非線性關(guān)系且隨著法向總載荷的增大而減小,隨著分形尺度參數(shù)的增大而增大,分形維數(shù)在較大值范圍內(nèi),結(jié)合面損耗因子隨其增大而增大。

    Abstract:

    Based on the modified MB fractal model and mechanism of contact normal damping dissipating energy, a fractal model of normal damping of joint interfaces was proposed. Furthermore, numerical simulation revealed that the micro concave nonlinear relation of normal damping versus dimensionless total normal load was very evident, which decreased with increasing fractal dimension and normal total load, and increased with increasing fractal scale parameter in the smaller fractal dimension. Besides, the micro convex nonlinear relation of normal damping versus dimensionless total normal load was also very evident, which increased with increasing fractal dimension and normal total load, and decreased with increasing fractal scale parameter in the larger fractal dimension. But the micro concave nonlinear relation of normal dissipation factor versus dimensionless total normal load was very evident, which decreased with increasing normal total load, and increased with increasing fractal scale parameter and fractal dimension. 

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張學(xué)良,丁紅欽,蘭國生,溫淑花,張宗陽,王南山.基于分形理論的結(jié)合面法向接觸阻尼與損耗因子模型[J].農(nóng)業(yè)機械學(xué)報,2013,44(6):287-294. Zhang Xueliang, Ding Hongqin, Lan Guosheng, Wen Shuhua, Zhang Zongyang, Wang Nanshan. Normal Contact Damping and Dissipation Factor Model of Joint Interfaces Based on Fractal Theory[J]. Transactions of the Chinese Society for Agricultural Machinery,2013,44(6):287-294.

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  • 在線發(fā)布日期: 2013-05-28
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