原型的一些方面(类的说明、设计模式或者编码习惯)也许可以被重用，但是我们在重用这一点上给团队非常小的压力。
Some aspects of the prototype (class specifications, design patterns, or coding idioms) might be able to be reused, but we placed very little pressure on the team to consider reuse at this point.
在设计阶段，我们描述类以及类与其他类或子系统的关系，并且要把所有的技术关注点都考虑进来。
In the design discipline, we describe our classes, and their relationships to other classes or subsystems, in a manner that now takes all technology concerns into account.
在类点统计的第一步期间，会分析设计规格以识别类并为它们归类。
During the first step of the class point counting, the design specifications are analyzed in order to identify and classify the classes.
在设计Merlin的这个新的焦点策略类时我们就已经想到这一点了。
The new focus policy classes in Merlin have been designed with this purpose in mind.
使用exceptionhandler类可以展示这一点，该类也采用了singleton设计模式。
This is demonstrated using the ExceptionHandler class, which again adopts a singleton design pattern.
并用面向对象的程序设计方法，设计了实现点、线、面符号库的程序类结构。
And a structure of program class is also designed by means of Object_Oriented design.
考虑两类模糊回归模型：一类是设计点为实数、参数为模糊数；另一类是观察值为模糊数、参数为实数。
Two classes of fuzzy linear regression models are considered, one involves real design points and fuzzy number parameters, the other consists of fuzzy number observations and real parameters.
在圆柱面上进行一维菲涅尔区相位修正结构设计，可以构成一类新型的点源馈电透镜天线。
The one-dimensional Fresnel zone phase correcting principle can be applied in a cylindrical surface to constructed a new type of point source feeding lens antenna.
在抛物柱面反射器上进行一维菲涅尔区相位修正结构设计 ，可以构成一类新型的点源馈电反射器。
The one dimensional Fresnel zone phase correcting principle can be applied to a cylindrical reflector to construct a new type of point source feeding reflector.
本文探讨工程测量控制网最优化设计的几个问题：一、网形最优化将全部控制点区分为两类点，对其中有一定选择范围的第二类点采用优选法定点。
In this paper some problems in optimum design of engineering surveying control nets are studied; 1. Optimization of net form All control points are divided into two kinds.
设计一类新的两点格式，丰富了复平面上分形集构造的理论内容。
A kind of new 2 - point scheme is designed, which enriches the theory of constructing fractal sets on the complex plane.
设计一类新的两点格式，丰富了复平面上分形集构造的理论内容。
A kind of new 2 - point scheme is designed, which enriches the theory of constructing fractal sets on the complex plane.
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