1) distance of zeros
零点距离
1.
Three results related with the distance of zeros in oscillatory solutions for the two equations were received.
讨论两个带连续变量的一阶时滞差分方程Δτx(t)+pf(x(t-σ))=0和Δτx(t)+p(t)f(x(t-σ))=0振动解的零点距离,得到这两个方程振动解零点距离的3个结果。
2) equipment time delay(ETD)
距离零值
1.
According to the influence,a method to distinguish the real signal target distance and multipath interference target distance for equipment time delay(ETD) calibration is proposed in TT&C system.
根据其影响,在测控系统中对距离零值的标定,提出了分辨真实信号目标距离和多径干扰目标距离的方法,为理论和实际应用提供了很好的依据。
3) zero range
零距离
1.
The additional range caused by system is called zero range.
连续波雷达由于电路非线性、馈线长度等因素,使得连续波雷达测距出现一定的系统误差,这个由系统本身引起的附加距离称为零距离,雷达在投入使用前必须对该参数进行标校。
4) zero distance
零距离
1.
After analyzing the problems in the present live TV news broadcast in China, this paper makes clear that its development depends on the realization of zero time difference, zero distance, namely visual synchronization on the basis of eliminating some restricting factors.
文章通过对现阶段我国电视新闻直播存在问题的理性探讨,明确提出了我国电视新闻直播的发展取决于能否在消除一系列掣肘因素的基础上真正实现新闻传播的零时差、零距离即直观同步播出的思路,并对直播选题、策划和人才等作了阐述。
2.
Trough the retrieval we found that Chinese world "zero distance" a word has been used frequently.
检索发现,中文世界"零距离"一词的使用特别的频繁。
3.
The core issue of its sustainable and healthy growth lies in the software constructions which break down as of Market-orientated Construction of Senior Vocational Courses characterized by job orientated strategy, technics application,and zero distance between getting a job and the students commencement day.
高职教育能够可持续地科学发展的关键在于高职教育事业软件的建设,其核心就是要尽快建立起“以就业为导向,以技术应用”为主线,以“零距离”上岗为目标的符合高职教育规律的课程体系。
5) distance between adjacent zeros
零点距
1.
An estimate for the distance between adjacent zeros of solutions of second order nonlinear neutral differential equation;
二阶中立型微分方程解的零点距估计
6) distance between adjacent zeroes
零点距
1.
As applications, we establish some better estimates for the distance between adjacent zeroes of the solutions of several kind delay differential equations.
研究了一阶时滞微分不等式 x′( t) +q( t) x( t-δ)≤ 0正解的最大存在区间 ,并应用于几类时滞微分方程解的零点距估计 ,获得了一系列新的更好的结果 。
补充资料：零点
1.深夜十二点。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条