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误差曲线

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The parameters A, B, C and D define the shape of the curve for the function and the values for a fit to theArcSin approximation with minimal error must be found.

参数 A, B, C 和 D 决定了函数曲线的形状。在近似的 ArcSin 中,在最小误差允许范围内,肯定存在这些值。

Therefore,based on microwave highQ cavity resonator,a new technique of calculating the quality factor through theoretical derivation is presented,which allows flexibility in choice of measurement point.This method solves the problem of coupling system influence,which can cause larger error in measuring.

为此,针对微波高Q谐振腔,给出了一种测量其品质因数的新方法,该方法可以根据实测的谐振曲线灵活选取测量点,有效解决了传统方法中由于谐振腔受外电路影响导致测量误差较大的问题。

Then the location characteristic of the FDOA curve and the error of the FDOAlocation have been analyzed and simulated respectively.

并对到达频差曲线的定位特性和到达频差定位的误差进行了分析和仿真。

First, according to the linear servo motion characteristic curve system design the phase lead compensator to improve the system to follow the position command generated by the phase error.

首先,根据线性伺服系统运动特性曲线设计一相位超前补偿器,藉以改善系统追随位置命令时所产生的相位误差。

We present a method of circular arc fragmented curve-fittingbased on least mean-square error rule in this paper.

文摘:提出了一种基于最小均方误差准则的圆弧分段曲线拟合方法。

This work gives an algorithm to simplify the rational curves in this situation. After the approximate proper index is defined, it is computed by solving the semi-algebra system. The greatest common divisor is obtained according to the computing process of approximate proper index.

为此,讨论了这类有误差的有理参数曲线,定义了近似非恰当参数形式和近似非恰当指数,并通过半代数系统计算近似非恰当指数;在给出近似非恰当指数的同时,得到近似最大公因子。

The real-time correcting unit is designed by using the complex curve fitting method, and the dynamic error correction is implemented on line.

采用复数曲线拟合方法,设计了实时修正环节,实现了动态误差的实时在线修正。

The conception of error compensation is introduced in autocorrelation measurement, and the interferential correlation curve is corrected with a computer.

提出了用计算机对所测相关曲线进行误差补偿的概念。

The correlation rate of the standard curve was 0.999 8, and the digestion duration was 15 min at the temperature of 150℃. The relative deviation of the results were less than 2%, and the standard error was between 5% and 6%.

结果 标准曲线的相关系数r=0.9998,消解时间15 min、温度150℃,测定结果的相对标准偏差小于2%,相对误差在5%~6%之间,精密度与准确度均能满足要求。

In the Linear Regression Transform Enabled Curvilinear Regression Based Adaptive Process Scheduling approach, the system resources are allocated through the closed loop by the feedback controllers according to the system scheduling errors.

在基于可化为线性回归的曲线回归的自适应进程调度(Linear Regression Transform Enabled Curvilinear Regression Based Adaptive Process Scheduling-LiCAPS)方法中,系统资源由反馈控制器根据系统的调度误差进行闭环分配。

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