The linear barycentric rational collocation method for beam force vibration equation is considered. The discrete beam force vibration equation is changed into the matrix forms. With the help of convergence rate of barycentric rational interpolation, both the convergence rates of space and time can be obtained at the same time. At last, some numerical examples are given to validate our theorem.

中文翻译：

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梁力振动方程的线性重心有理配置方法

考虑梁力振动方程的线性重心有理搭配方法。离散的梁力振动方程变为矩阵形式。借助重心有理插值的收敛速度，可以同时获得空间和时间的收敛速度。最后，给出了一些数值例子来验证我们的定理。