| 1. | The computational expressions of rational shape functions are shown
给出了多边形上有理函数插值形函数的计算表达式。 |
| 2. | Explicit form and efficient computation of rkpm shape functions in terms of moments
形状函数的矩式显式表述及快速计算 |
| 3. | Bell shaped function
钟形函数 |
| 4. | Research on shape function of meshless method and influence domain of weighted function adjacent to nonconvex fields
无单元法形函数及非凸区权函数影响域的研究 |
| 5. | Is difficult to construct the shape function on k being well posed and have the continuities on k required by convergence
)上适定的形函数并使其在k上具有保证收敛所需的连续性是很困难的。 |
| 6. | In this article , the principle and method of meshless method was introduced and systemized from the construction of shape functions
我们首先简单介绍了目前存在的数值方法、研究目的以及主要工作。 |
| 7. | But the continuities of the shape function on a dn not remain on k because the mapping from k to k is nonlinear . it
)到一般单元k上的变换是非线性的，形函数在参考元k的连续性在一般单元k得不到保持。 |
| 8. | It is enough to construct , the shape function on the k . but for arbitrary quadrilateral elements , the situation is different
)上构造形函数。而对任意四边形元，情况就大不一样了。一方面，要在参考元( |
| 9. | The relations between accuracy , convergence of natural frequencies and transverse elastic displacement shape function , quantity of elements were discussed
计算实例表明，不同位形的机器人的频率差别很大。 |
