| 1. | Using the scaling law , we know the critical exponent of specific heat too
并利用标度律求出了比热临界指数。 |
| 2. | Existence and nonexistence of solutions for a singular p - laplacian involving critical exponent
解的存在性和不存在性 |
| 3. | The existence of solution for some degenerate elliptic equation with critical exponents
群上具有临界指数的次椭圆方程解的存在性 |
| 4. | At last , the critical exponent and fractal dimension of correlative length are calculated when phase transition happens
最后给出了六角格子发生相变时关联长度的临界指数和分形维数。 |
| 5. | The function has these characters : it ' s singular at 0 , and it has a critical exponent term for p = 2 * - 1 and an inhomogeneous perturbation
此方程的特点是在原点有奇性，当p = 2 ~ * - 1时含有临界指标项，以及边界带非齐次扰动项。 |
| 6. | A non - universal conductance critical exponent ( t = 2 . 52 ) is observed in the system that is mainly concerned with hopping process at room temperature
U ）系统地研究了渗流阈值附近复合材料在不同温度下（ 7i00k ）的ac响应和磁阻抗效应。 |
| 7. | These values are the critical exponents of three - dimension site - lattice . we study the two - dimension triangular - bond lattice percolation with next - nearest - neighbor interactions on the renormalization group approach as well
另外，我们采用位置空间重整化群方法，对二维次近邻三角格子键渗流模型进行了研究。 |
| 8. | However , the critical exponent was found to be slightly higher than the universal one . for modeling the conduction behavior , the general effective media equation was demonstrated to be the most effective one
在所有方法中通用有效介质方程( generaleffectivemediaequation )对尼龙6石墨薄片纳米复合材料导电行为的模拟最为有效。 |
| 9. | In the second chapter , combined with the two - dimension triangle lattice ising model , we show the procedures of the renormalization group methods and illustrate how to apply these methods to solve critical exponent in detail
在第二章中结合二维三角形晶格伊辛模型详细地介绍了重整化群方法的步骤以及如何应用重整化群方法来求解临界指数。 |
| 10. | Similar to percolation , the critical rock fracture model is established by renormalization group theory approach , and the relation between the fracture rules and the critical probability , and the fractal dimension , and the critical exponents is studied
类似与渗流模型，就岩裂模型我们提出岩裂规则系数的概念。在此基础上，对该模型进行了研究。得到一些有趣的结论。 |
