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The results show that the stronger the particle-particle collisional dissipation and gas-solid drag force, the more heterogeneous the flow structure.

计算结果表明颗粒间非弹性碰撞和气固间曳力的增大均使气固两相流动的非均匀性增大。

The bullet is allowed to make a completely inelastic collision with a body of much greater mass.

使子弹与质量大得多的物体发生完全非弹性碰撞。

In chapter four, the process of rotational inelastic collision of He-LiH complex has been discussed with close-coupling method based on the potential energy surface from chapter three.

在CCSD势能面的基础上,第四章运用密耦方法讨论了He-LiH体系的转动非弹性碰撞。

The process of rotationally inelastic collision of He-LiH complex has been discussed with close-coupling method based on the CCSD potential energy surface.

在单双迭代耦合簇CCSD势能面的基础上,运用密耦方法讨论了He-LiH体系的转动非弹性碰撞。

The concepts of leading-force and leading-work in laboratory-reference-system are established and the process of inelastic collision between two bodies is examed.

在实验室参考系建立三维引导力与引导功的概念,研究了两物体非弹性碰撞过程。

The influence of uncaptured electron on energy conversion efficiency in multiphoton nonlinear Compton scattering has been studied by using a particle theory and the inelastic collision model about electron and photon.

应用单粒子理论和电子与光子非弹性碰撞模型,研究了未被俘获电子对多光子非线性Compton散射能量转换效率的影响。

The close coupling calculation of rotationally inelastic collision of He with Na_ 2 is first performed by employing a recently computed ab initio potential energy surface.

在已经拟合好的He-Na2体系势能面上,根据原子-双原子分子的非反应性碰撞动力学的相关基本理论,在空间固定坐标系下,采用严格的密耦方法求解了He原子和Na2分子的转动非弹性碰撞动力学方程。

The energy conversion efficiency of the multi-photon nonlinear Compton scattering in the cone-shaped femto-second high power laser-plasma is given by using the inelastic collision model of relativistic electron and photon, and relativistic electricity theory.

应用相对论性电子与多光子集团非弹性碰撞模型和经典相对论电动力学理论,分析、计算了锥形飞秒强激光等离子体中多光子非线性Compton散射的能量转换。

In fractural area, because the elasticity is heterogeneity, seismic wave absorbed and scattering, the seismic record is more complex. Thus, the Hurst exponent in fractural area is less than in non-fractural one.

在裂缝发育区段,由于地层介质弹性的非均质性及地震波的散射、吸收等使得地震反射序列变得更为复杂,这样,裂缝发育区地震信号的赫斯特指数小于非裂缝发育区。

In this paper, based on the tight-binding Su-Schrieffer-Heeger model and by using a nonadiabatic molecular dynamic method, we investigated some unclear problems of polymers in details, such as polaron dynamic properties in different systems, the inelastic scattering processes of oppositely charged polarons driven by an external electric field,and the influence of electron-electron interactions on the dynamics of a charge polaron in conjugated polymers.

本论文基于一维紧束缚的Su-Schrieffer-Heeger模型,采用非绝热的分子动力学的方法,针对高分子聚合物中一些尚未清楚的问题,如极化子在不同体系中的动力学性质、正负极化子的非弹性散射过程,以及电子-电子相互作用对极化子动力学性质的影响等问题进行了较详细的研究。

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