| 1. | It is shown that the value of the avrami exponent n decreases because of the limited volume
结果表明，有限的体积使avrami指数n值偏小。 |
| 2. | Applying relevant formulae to deduct the formulation about shape of damage area , the shape of which being a series of circle is obtained , the center of circle and radius vary with d and n
利用相应的公式推导出损伤区形状的表达式，得出损伤区是一族圆，它们的圆心和半径随d和n值而变化。 |
| 3. | It is proved by experimental results that the technical specifications can be well reached by properly designing circuits , skillfully assigning n value of loop by means of mixer , using simulation method
通过实验证明,合理设计电路、结合混频手段、巧妙的分配环路n值,并利用仿真手段,能很好地实现课题所要求的技术指标。 |
| 4. | 6 . using present theoretics , the author puts forward the theory of calculating the value of n by the modified value of modulus of compressibility a : . the value of k is 1 . 1 - 1 . 2 in the engineering of nanjing - qidong railway
最后，在现有的理论基础上，借助于静载试验，提出了采用地基土压缩模量的k值修正计算桩土应力比n值的方法，并根据宁启铁路工程实例取k值为1 . 1 1 . 2 。 |
| 5. | When the linear growth rate of entities g reduces , the value of vc reduces too . however , the values of avrami exponent and s are hardly affected by the value of g . the conclusions are approved by the data from hspom experiment
晶体线生长速率g减小，对avrami指数n值和_ s值基本没有影响：而g减小， v _ c值也会减小；热台偏光显微镜实验以peo为样品，也证实了这些结果。 |
| 6. | Introducing strain function y / , applying geometry equation , compatibility equation and constitutive equation to deduct the basis equation satisfied by i / / in mode iii crack problem , for different n , small area damage solution of i / is obtained by means of calculation
引入应变函数，应用几何方程、协调方程和本构方程推导出型裂纹问题中满足的基本方程，对不同的n值，通过计算可以得出的小范围屈服解。 |
| 7. | In the chapter 3 , we discussed the repairable m / g ( m / g ) / 1 queuing systems whose discipline of speed change is that if the number exceeds the threshold n at the moment of a customer leaving the system the speed - 2 should be used to serve the next customer otherwise the speed - 1 should be used
在本文第三章讨论了服务台在对某顾客服务完毕时依此刻系统中的顾客数是否超过门限n值而分别采用不同的服务速度服务后续顾客的可修m g ( m g ) 1排队系统。 |
| 8. | When being sporadic nucleation condition , four cases are considered that the number of nuclei increase with time by different ways . in every case , if the initial number of nuclei go up , the value of the avrami exponent n goes down approximately from 4 to 3 , on the contrary , the value of vc moves up
在散现成核条件下，考虑了晶核数目m随时间增加的四种不同情况，随着初始晶核数目m _ o的增加， avrami指数n值由接近于4逐渐减小到接近于3 ； v _ c值增加。 |
| 9. | Volume shrinkage of sample results in the increasing of the value of the crystallization rate vc and the decreasing the values of the avrami exponent n in the primary crystallization and s , defined as the relative crystallinity degree when experiment data deviate theoretical predicting straight line . compared with the avrami equation , the price equation hardly makes progress on describing the behavior of polymer later stage crystallization
样品体积收缩，导致avrami指数n值减小；结晶速度v _ c值增加；表示实验值偏离理论预测直线时的相对结晶度_ s值减小；与avrami方程相比， price方程仍不能较准确地描述高聚物等温后期结晶行为。 |
| 10. | Lots have been done concerning repairable m / g / 1 queuing systems and many important results have been gotten . in this paper we make a further research about this system . by setting a n - threshold in the queuing we considered repairable m / g ( m / g ) / 1 queuing systems with two service speeds changing according the number of the customers in the system . we separately make a particular deep discussion to different disciplines of the service speed change
当今对可修m g ( m g ) 1排队系统已作了大量研究，获得了许多漂亮的结果；本文对此作了进一步的推广，通过对系统中的顾客数设置门限n值，首次考虑研究了服务台具有两种服务速度且会随着系统中顾客数的多少而发生转移地可修m g ( m g ) 1排队系统，就服务速度的不同转变规则分别进行了详细深入的讨论。 |
