| 1. | Electromagnetic continuum mechanics
电磁连续介质力学 |
| 2. | Nonlocal continuum mechanics
非局部连续介质力学 |
| 3. | Generalized continuum mechanics
广义连续统力学 |
| 4. | Rational continuum mechanics
理性连续介质力学 |
| 5. | In chapter 2 , a three dimensional model is derived from the continuum mechanics
采用了便于数值模拟，又兼顾流固两种性质的本构方程。 |
| 6. | In the same time , the development of computer has provided a chance to advance for nonlinear continuum mechanics
同时，计算机技术的发展为非线性连续介质力学的发展提供了机遇。 |
| 7. | To answer this crucial question , the book bridges the gap between continuum mechanics and materials science
要回答这个关键性的问题，这本书桥之间的差距，连续介质力学和材料科学。 |
| 8. | Viscoelastic theory is a boundary science that depends on the development of mechanic and material science , it is one of the important parts of continuum mechanic
粘弹性理论是在力学和材料之间发展起来的边缘科学，是连续介质力学的一个重要组成部分。 |
| 9. | The development of finite strain consolidation theories based on continua mechanics and mixture theory is detailed and the differences and consistency between these theories are remarked on
介绍了基于连续介质理论和混合物理论的大应变固结理论的发展，论述了两种一维大应变固结理论之间的差异及其一致性。 |
