Chinese translation for "利用曲线"

availability curve
use curve

Related Translations:

利用逆境:  make the best of a bad bargain

利用能源:  utilize energy

风能利用:  wind energy applicationwind power utilization

利用价值:  utility valuevalue in use

利用系数:  availability ratiocoefficient of occupationcoefficient of usecoefficient of utilizationfactor of utilizationoccupation factoroutput coefficientproductivity ratioratio of utilizationservice

完全利用:  make the best use of sth

利用自然资源:  utilize the natural resources

波能利用:  wave energy utilization

能力利用:  capacity utilizationutilization of capacity

利用流量:  utilized flow

Example Sentences:

	1.	A new method on seeking asymptote is given by applying the relation between secant and asymptote , this method is helpful to train creativity of students 摘要利用曲线割线的极限得到曲线的渐近线，给出了求渐近线的一种新方法。这种方法直观性强，有助于培养学生的创新能力。
	2.	Combined with the graph correlating the first resonance frequency with driving point location , the method localizes the crack by monitoring a jump in the graph 结合裂纹梁第一阶谐振频率与驱动点位置关系曲线，利用曲线上出现的突变点，准确地识别了梁的损伤状态和裂纹损伤位置。
	3.	And the author on the first time brings forward the method of determine the angle of zero power in direct current attenuation method by means of curve imitation , which provides a novel method to solve this difficult problem 首次提出了在直接负载法中利用曲线拟合的处理方法来确定零功角状态的问题，为解决此难点问题提供了一种新的方法。
	4.	During treating with edges , this paper constructs a means , named curve pattern , to solve the problem of curve matching , and brings forward a thought of combining areas with edges to enhance identification reliability 做道路网识别，处理边缘时，本文提出了利用曲线的模式来解决曲线配对问题，同时提出了使用区域边缘互相验证来增强识别可信度的思想。
	5.	This method connects the discrete points processed in the level set method to form a smooth curve , thus transforms the discrete problem to continuous one . constraint entry is added to the curve according to the actual demand , and satisfactory result is obtained in experiments . the results show that the algorithm is effective in the actual applications 基于链码的水平集方法把原先水平集方法中处理的离散点,利用链码易于表示曲线的特点,连接成一条光滑的曲线,这样就把离散问题转化为连续问题,利用曲线的连续性和光滑性,根据实际问题的需要,对曲线加入外部约束项控制,在实验中获得了满意的结果,在实际应用中达到了预期的效果。
	6.	As a result , the curves of c3 and c4 continuity can be generated , and the shape of the curves can be adjusted by the parameters x . the quadratic non - uniform b - spline curves are further extended and the continuity of curves is improved in this paper ; with a local shape parameter in each piecewise curve , the shape of the curves can be controlled effectively ; moreover , cusps of curves can be generated conveniently on the curves while using multiple knots 对二次非均匀b样条作了进一步扩展，提高了曲线的连续性；曲线的每一段上都有一个局部控制参数，利用它们可以更有效的控制曲线的形状；同时，利用曲线的重节点可以很方便的在曲线上构造尖点。作为b样条扩展曲线的应用，作者将上面构造的各次调配函数应用到三次- b样条插值曲线上，得到下述结果。
	7.	In this paper , the fundamentals of cable forces by frequency method are introduced . the curve fitting method is utilized to get the correcting formula of cable forces and frequency through the experiment . on the other hand , a kind of catenary line cable element is introduced in this paper , owing to the inaccuracy caused by correcting struss element in fem 本文还介绍了频率法测索力的基本原理，并通过试验，利用曲线拟合法得出索力频率之间的修正关系式；其次，由于有限元计算中，索元所采用的修正杆元所带来的不精确性，对于长索其精度更难保证，因此，本文介绍了一种计算精度高、工作量小的悬链线索元。
	8.	Level set is a strong robust algorithm about curves ’ evolution by taking the evolving curves as level set in the higher dimensions , utilizing the computing approach based on hyperbolic conversation law , and applying the similarity between of curves evolution and hamiton - jacobi equations Levelset方法的基本数学思想是将当前正在演化的曲线看作是一个更高维函数的水平集,借用双曲守恒定律的计算方法,利用曲线演化与hamilton - jacobi方程的相似性,给出了一种曲线演化的强鲁棒性的计算方法。
	9.	By the help of geometric significance of plane or space curve and space surface , and by use of the symmetry of curve and surface to coordinate axis and coordinate surface , how to use the symmetry to calculate the surface integral and curve integral is discussed for the odd ( even ) functions that are defined on the curve or surface with symmetry 摘要借助于（平面）空间曲线及空间曲面的直观几何意义，利用曲线、曲面关于坐标轴及坐标面的对称性，探讨了对于定义在具有对称性的曲线、曲面上的奇（偶）函数，如何利用对称性计算曲线积分及曲面积分。

Similar Words：

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