最后我们利用粘贴模型的基本原理，运用荧光标记技术，提出了最小顶点覆盖问题的表面技术解决方案。
Finally, the solution of the minimal covering problem on surface using fluorescence marking technology is proposed based on the principle of sticker model.
基于粘贴模型的巨大并行性，给出了一类禁位排列问题的粘贴DNA算法，分别使用扩展的分离操作和扩展的多级分离操作实现了该算法。
A sticker DNA algorithm is proposed based on the vast parallelism of sticker model, and be carried out it by extended separate and extended multi-separate respectively.
此外，我们想要完全地从逻辑模型分析出那些实现细节，并且在代码生成过程中将它们这些细节作为参数“粘贴进来”。
Furthermore, we would like to factor out those implementation details completely from the logical model and have them details "pasted in" as parameters during the code generation process.
如果您将总结的类粘贴到同一个类图，或本空白模型以外另一个类图中时，那么该类的属性和功能将丢失。
If you paste the harvested class into the same class diagram or into another class diagram that is outside of a blank model, the class attributes and functions are invisible.
这个元素将会粘贴到这个模型，如图42所示。
The element will be pasted into the model, as shown in Figure 42.
从图中收获的 C++元素可以作为新的UML 元件粘贴到一个 UML模型中。
The C++ elements harvested from the diagram can be pasted into a UML model as new UML elements.
可以使用文本编辑器进行一些格式化，然后进行复制和粘贴，将这些词汇存储在rda术语表模型中。
These terms can be stored in a IDA glossary model with some formatting using a text editor and then copying and pasting.
粘贴在另一个模型的副本和精心的规模和位置相匹配。
Paste in another copy of the model and carefully scale and position it to match.
在一个或更多层粘贴，并给它同样的半色调处理上使用的模型。
Paste in one more layer and give it the same Halftone treatment used on the models.
从一个uml模型或代码模型中“收获”材料，并且将其“精确地粘贴”到另一个uml模型中。
"Harvest" material from one UML model or code model, and "smart paste" it into another UML model.
最后给出了基于粘贴系统模型的TSP问题的DNA分子算法和应用实例。
Finally, the paper presents DNA molecular algorithms and living examples of TSP problem based on sticker model.
目的：测量正常合模型各个牙齿的牙尖高度，并以此为依据，确定托槽的粘贴高度，为临床上进行托槽粘贴高度的定位提供一定的参考。
Objective: in order to afford the reference for clinically positing the height of bracket bonded, the cusp height of normal occlusion model and the height of bracket bonded be measured.
分别导出了单面粘贴驱动器和双面粘贴驱动器时的分布力模型的计算公式。
The calculation equations of distributed force model are derived for actuators bonded on structure by single-sided and double-sided.
基于线性应变假设，提出了考虑粘贴层影响的智能结构梁分布力模型。
The distributed force model of intelligent beam structures is presented in considering the effect of bonding layer on basis of hypothesis of linear strain in the paper.
DNA计算是一种新兴的计算方式，粘贴系统模型是其中基于粘贴运算的一种DNA计算的抽象模型。
DNA computing is a new calculation method, and the sticker system is an abstract DNA computing model that based on sticking operations.
以线性应变理论为基础，提出了考虑粘贴层影响的智能结构梁分布力模型。
The distributed force model of intelligent beam structures is presented considering the effect of bonding layer on the basis of theory of linear strain.
利用虚功原理，建立了单面粘贴有压电致动器的梁结构的拉伸-弯曲耦合模型，在分析过程中，考虑了梁与致动器之间粘贴层的影响。
In this paper, the tension bending coupling model is presented by virtual work principle, the effect of the bonding layer between beam and piezoelectric actuator is considered in the analysis.
在该结构中，需要测量应变的构件有以轴向应变为主的网架杆件和需要测量X、Y方向应变的钢牛腿结构。对后一种结构，提出了一种表面双向粘贴光纤光栅传感器的方法，并分析了相应的应变传感模型。
There were two kinds of members need to be measured, including pipes in which axial stress was predominant and steel brackets in which the strains in X-direction and Y-direction were considered.
在该结构中，需要测量应变的构件有以轴向应变为主的网架杆件和需要测量X、Y方向应变的钢牛腿结构。对后一种结构，提出了一种表面双向粘贴光纤光栅传感器的方法，并分析了相应的应变传感模型。
There were two kinds of members need to be measured, including pipes in which axial stress was predominant and steel brackets in which the strains in X-direction and Y-direction were considered.
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