| 1. | Sheaf of germs of regular differential form
正则微分形式芽层 |
| 2. | The equivalence between differential form and integral form is proved
证明了微分形式与积分形式的等价关系。 |
| 3. | Regular differential form
正则微分形式 |
| 4. | Closed differential form
闭微分形式 |
| 5. | Complex differential form
复微分形式 |
| 6. | Exact differential form
恰当微分形式 |
| 7. | A uniform description of differential form of a systematic methodology for theory of engineering elasticity is given
给出了工程弹性力学求解体系微分形式的统一描述。 |
| 8. | The research emphasizes particularly on that the relation between differential form and integral form is uncovered
研究侧重于揭示微分形式与积分形式的相互联系和对应关系。 |
| 9. | The equivalence between differential form and integral form of a systematic methodology for theory of engineering elasticity is proved
证明了工程弹性力学求解体系微分形式与积分形式的等价关系。 |
| 10. | Firstly , the discrete equations in differential form , which is used to solve elasto - plastic problems , is derived using variational principle
首先，利用变分原理推导了微分形式求解弹塑性问题的离散方程。 |
