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Modeling And Estimation Of Casual Components Errors Of Polygon Measurements Without Attraction Reference Measurements

机译:不具有吸引力参考测量的多边形测量的休闲分量误差的建模和估计

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摘要

On the basis of the analysis of dependence of errors of smoothing of polygon measurements the polynom of the first and second degree received a way which allows to create simple algorithm of modeling and estimation of a methodical error of processing and dispersion of the casual making errors of measurements without attraction of reference measurements. Thus it is necessary that the accuracy characteristics of standard measuring devices are much higher accuracy of the tested vehicles. The model of reference coordinates of a trajectory of flight of air object is set in the form of a polynom. The universal rule allowing to calculate at the same time values of estimates of both a mean square error, and a population mean of a square of a mathematical error is received. It is important that the received rule doesn't depend on a type of reference function.
机译:在对多边形测量的平滑误差的依赖性进行分析的基础上,一级和二阶多项式获得了一种方法,该方法允许创建简单的建模算法,并估计加工的系统性误差和散布误差的散布。测量中没有参考测量的吸引力。因此,有必要使标准测量装置的精度特性要比被测车辆的精度高得多。空中物体飞行轨迹的参考坐标模型以多项式形式设置。接收到允许同时计算均方误差和数学误差平方的总体均值的估计值的通用规则。重要的是,接收到的规则不取决于引用函数的类型。

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