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1·A method for determining kinetics rate constants of complex reactions by using Laplace transform is proposed.

本文提出了用拉普拉斯变换求复杂网络反应动力学速度常数的方法。

2·Two solving methods are deduced using Laplace transform: the direct solving method and the state-space method.

运用拉普拉斯变换推导出其两种求解方法：直接求解法和状态空间法。

3·By the relationship of Laplace transform and Z-transform, the ARMA time series model for this system is obtained.

应用拉氏变换和Z变换间关系，得到系统的ARMA时间序列模型。

4·Then the numerical inversion of Laplace transform (NILT) is employed for the time domain response of the interconnect circuits.

在此基础上运用数值反拉普拉斯变换(nilt)法分析互连电路的时域响应。

5·It will introduce the responses of the step, ramp and impulse input for mechanical and circuit systems by using Laplace transform.

本课程将介绍机械与电路等系统的模式，利用拉氏转换决定步阶，斜坡及脉冲等输入的响应。

6·Based on the gas flowing equation, each unit dynamic mathematical model was established using linearization and Laplace transform.

根据气体流动方程，通过线性化和拉氏变换，建立各单元的动态数学模型。

7·In this paper, the inverse Laplace transform via. fast Fourier technique was presented to solve the inverse heat conduction problem.

本文用通过快速傅里叶变换来进行逆拉氏变换的方法解决导热逆问题。

8·Thesecond page uses the inverse Laplace transform to compute the symbolic responseto a step change in position as a function of time.

第二页：使用了逆解拉普拉斯变换，来计算作为位置阶跃变化的时间函数的象征响应。

9·By using the Laplace transform technique, the one-dimensional analytical solution of dynamic response for biphasic saturated porous media.

并利用拉普拉斯变换技术，得到了液饱和两相多孔介质一维问题的动力响应解析解。

10·A method to solve transient temperature field probleems of thin plates by using combination of BEM and the Laplace transform is described.

论述了用拉氏变换和边界元法相结合求解薄板非稳定温度场的方法。