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Coupling strength assumption in statistical energy analysis

机译:统计能量分析中的耦合强度假设

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摘要

This paper is a discussion of the hypothesis of weak coupling in statistical energy analysis (SEA). The examples of coupled oscillators and statistical ensembles of coupled plates excited by broadband random forces are discussed. In each case, a reference calculation is compared with the SEA calculation. First, it is shown that the main SEA relation, the coupling power proportionality, is always valid for two oscillators irrespective of the coupling strength. But the case of three subsystems, consisting of oscillators or ensembles of plates, indicates that the coupling power proportionality fails when the coupling is strong. Strong coupling leads to non-zero indirect coupling loss factors and, sometimes, even to a reversal of the energy flow direction from low to high vibrational temperature.
机译:本文讨论了统计能量分析(SEA)中的弱耦合假设。讨论了由宽带随机力激发的耦合振子和耦合板的统计集合的例子。在每种情况下,都会将参考计算与SEA计算进行比较。首先,它表明,主要的SEA关系,即耦合功率比例,对于两个振荡器始终有效,而与耦合强度无关。但是,由振子或板块组成的三个子系统的情况表明,在强耦合时,耦合功率比例会失效。强耦合会导致非零的间接耦合损耗因子,有时甚至会导致能量流动方向从低振动温度转向高振动温度。

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