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数理统计原理的英文

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"数理统计原理"怎么读用"数理统计原理"造句

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  • principle of statistics

例句与用法

  • Application of mathematic and physical statistic theory in pretensioning prestressing beam construction
    数理统计原理在先张法预应力梁施工中的应用
  • A mathematic model for fatigue reliability of contact wires was presented based on statistical principle
    应用数理统计原理建立了接触线疲劳可靠性分析的数学模型。
  • Using mathematic and physical statistics and regression analysis of observed deformation data , stress - strain model for the rheological deformation of soft clay was established , and the regression equation for the rheological deformation was obtained . the model and regression equation can be used to predict the development of rheological deformation . 3
    对上海地区的软粘土流变变形建立应力-应变本构模型,并利用数理统计原理对变形观测值进行回归分析,建立流变变形的回归方程,可以用于预测流变变形的发展; 3
  • 1 . based on the data of analysis , using theories and methods of mathematical statistics , two of interception models by canopy of picea crassifolia are established as follows : the regression model on the relationship between penetration rainfall ( p , ) inside forest and total rainfall ( p ) outside of forest : pj = 0 . 8245p - 1 . 372 ( r = 0 . 99 ) ; the model on the relationship between interception rate ( ir ) and rainfall : ir = - 10 . 7111n ( p ) . ( r = 0 . 7524 ) the results show that penetration rainfall inside forest increases with total rainfall outside of forest in linearity , and to certain extent , penetration rainfall inside by canopy also increases with total rainfall outside ; the correlations of the interception rate to rainfall and intensity of rainfall are significant and the intercepted rate by canopy of picea crassifrlia is diminished with the increase of rainfall and rainfall intensity , and increase with the increase of canopy density
    1在利用数理统计原理和方法对实测资料进行综合分析的基础上,建立了青海云杉林林冠截留降水模型:林内透过雨量与降雨量回归模型: p _ i = 0 . 8245p - 1 . 372 ( r = 0 . 99 ) ;林冠的截留率与降雨量的模型: i _ r = - 10 . 711ln ( p ) ( r = 0 . 7524 ) ;分析模型表明:林内透过雨量与降雨量呈良好的线性关系,在一定的降雨量范围内,林内透过雨量随降雨量的增加而增加;林冠截留率与降雨量、降雨强度之间也呈良好的关系,林冠截留率随降雨量和降雨强度的增大而减小,随郁闭度的增加而增大。
  • 3 . a raytrace model of both co - axis and non - axis beam propagations for high - power solid - state laser systems has been set up and simulations on shots have been conducted to get the spot distribution at target point . according to the requirement of system design and theory of mathematic statistics , the dispersion circle and frequency distribution , which optimize the stability allocation of optical components , have been presented
    3 、建立了共轴与非共轴相结合的光线追迹模型,通过对大型固体激光装置打靶的仿真模拟,获取光束在靶点处的弹着点分布,依据总体设计要求,运用数理统计原理,采用弥散圆和频率分布方法对弹着点分布进行分析,优化光学元件稳定性分配指标。
  • Three models are established first by linear regression analysis with the experiment data of practical ship plate . through comparisons between the three models obtained , the effect of each parameter on the local contraction , is examined , the conditions of application are estimated , and explanations are given to the error induced in the models obtained . 3
    首先选择影响成型的主要变形参数,运用数理统计原理及逐步回归分析方法,对945钢板测试数据进行回归分析,建立了三种变形参数的回归模型,最后比较分析这三种回归公式的回归效果,考察回归公式中各变形参数对变形量的影响程度,给出适用条件,分析误差项产生的原因。
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