Now, viscous-elastic equations are topic problem, especially, those with memory term have been attached highly importance to many mathematician.
目前，粘弹性方程是一个十分活跃的课题，其中具有记忆项的粘弹性方程日益受到数学界的高度重视。
参考来源 - 一类非线性粘弹性板方程的初边值问题·2,447,543篇论文数据，部分数据来源于NoteExpress
应用形式渐近分析和拉普拉斯变换，我们从三维线性粘弹性方程组得到二维线性粘弹性弯壳的数学模型。
By applying formal asymptotic analysis and Laplace transformation, we obtain two-dimensional model system of linearly viscoelastic "flexural" shell from three-dimensional equations.
直接从线性粘弹性基本方程着手，引进位移的一般表达式，将问题归结为求解一个线性积分方程。
From the basic equations of a linear viscoelastic solid, we introduce general expressions of displacement so that the problem is reduced to solving a linear integral equation.
分析了用曲线拟合估计粘弹性材料线性本构方程模型参数的原理和方法。
The principle and method for fitting and estimation of constitutive equation model parameters are discussed.
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