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1)  Integral cycle truncation
整周期截断
2)  non-integer-period truncation
非整周期截断
1.
This article analyzes the relationship between the spectrum energy leakage and the interceptive position under non-integer-period truncation,and proposes a criterion of the smallest energy leakage that can be used as a rule of period estimation.
通过分析非整周期截断下频谱能量泄漏与截断位置的关系,给出了以最小能量泄漏为准则的信号周期估计判据,同时结合自相关函数的特点,提出了一种基于自相关分析和该判据相结合的信号周期估计方法。
3)  period cutting error
周期截断误差
1.
In such averaging based on digital computers, the period actually used usually possesses some errors, here called period cutting error, which is.
时域平均是从混有噪声的复杂周期信号中提取感兴趣周期分量的常用方法,但在其实施时往往由于周期截断误差的存在而不能取得满意的效果。
4)  puncturing period
删截周期
1.
By analyzing the Hamming weight distribution on different puncturing points due to puncture period, this paper revealed the importance of puncture period, and got to the conclusion that puncturing period was a key factor responsible for the improvement brought by puncturing pattern selection.
考虑Turbo码的删截周期对汉明重量在删截位置上的分布的影响,得出删截方案的优选对性能的改善程度取决于删截周期的结论,最后通过计算机仿真进行了验证。
5)  interceptive cycles
截球周期
1.
In the simulative match of Robocup, when a having-ball player wants to kick the ball to a direction, the prediction of the possible interceptive cycles of other players after the ball is kicked out has an extremely important impact on the decision making of having-ball player.
在Robocup仿真足球比赛中,控球队员在预备向某个方向将球踢出时,对于球沿这个方向踢出后其他球员可能的截球周期的预测,将对控球队员的决策有着非常重大的影响。
6)  Full cycle
整周期
补充资料:截断误差

求一个级数的和或无穷序列的极限时,我们取有限项作为它们的近似,从而产生了误差,这种误差称为截断误差。

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