| 1. | The calculation of b transitions form factor
跃迁形状因子的计算 |
| 2. | Shape factor of cross - section
截面形状因子 |
| 3. | Dependence of form factors of 0 transition to the finiteness of the resonance widths
0跃迁的形状因子对共振态谱有限宽度的依赖性 |
| 4. | The influence of shape factor of granular on nonlinear susceptibility in random nonlinear composites
非线性复合材料中组份颗粒形状因子对非线性极化率的影响 |
| 5. | Nurbs curve equation contains two shape parameters , i . e . control convex and the weight factor
Nurbs曲线方程包含了两个形状因子：控制顶点和相应控制顶点的权因子。 |
| 6. | By calcaulating , it is shown that the form factor is very sensitive to the section when the momentum transfer is bigger
结果表明：反应在大动量转移的情况下，形状因子对截面的影响比较明显。 |
| 7. | The theoretical formularies of invary amplitude , the form factor of nucleons a and differential cross sections are given about this process
我们写出了原子核a的形状因子以及此类反应的散射振幅和微分截面理论公式。 |
| 8. | There are charge distribution of the nucleons a which is not a point , thus , in our invariant amplitude the form factor of nucleons a will come spontaneously , the cross section will be much imfluenced by the form factor
由于在反应中原子核a为有大小电荷分布的粒子而不是点粒子，从而在计算不变振幅过程中会出现形状因子，这会对所计算的散射截面有很大的影响。 |
| 9. | Beyond this research , we perform realistic synthesis of virtual objects and real scene by taking radiance approach . here , we use monte carlo method to compute form factor , and fast hierarchical radiance to reach realistic synthesis
在此基础上，进行基于辐射度方法的虚拟物体与真实场景合成技术研究，采用montecarlo方法进行形状因子计算，并用快速层次辐射度方法实现了合成。 |
| 10. | When the plane was heated , observation showed that the shape factor increased from 1 . 5 to 2 . 6 ; the mean velocity profile departed from the law of the wall ; the inertial subrange in the energy spectra curves disappeared ; the intermittent phenomenon occurred
发现在加热的情况下，边界层的形状因子由1 . 5上升至2 . 6时均速度廓线中的平衡湍流层消失以及速度能谱中惯性子区消失等变化。 |
