The time series of temperature are expected to be the longest possible so as to examine various modes of oscillation periods.

人们希望温度的时间系列尽可能地长，以便能研究各种波的振荡周期。

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While impulse forces not acting on the centroid, the influence of accessional attack Angle oscillation amplitude, impulse force scale and function time interval on range correction was discussed.

针对非质心作用推力的情况，讨论了附加攻角振荡幅度、脉冲推力大小、作用时间间隔等因素对于修正距离的影响。

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The methods of local mesh refined, dynamic time step and lumped heat capacity matrix were introduced to resolve the numerical oscillation problem.

为了解决数值振荡问题，采用了局部网格细化、动态时间步长和集中热容矩阵等方法。

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