segment variable
英 [ˈseɡmənt ˈveəriəbl]
美 [ˈseɡmənt ˈveriəbl]
【计】段变量
双语例句
- It should be clear that the last segment in all of the above examples is a variable.
很明显，上面例子中的最后部分是变量。 - The segment of the array that the slice references can be changed by assigning a new slice to the same variable
该切片所引用的数组分段可以通过将新的切片赋值给同一变量来更改 - The Alternating Segment Crank-Nicolson Method for Solving Convection-Diffusion Equation With Variable Coeffcient
变系数对流-扩散方程的交替分段Crank-Nicolson方法 - A study of pneumatic PWM position servo system using a segment and variable bang-bang controller
分段变结构Bang-Bang控制器在气动脉宽调制位置伺服系统中的研究 - The main movement axis of different segment of aged lumbar spine specimen changed not regularly in X and Z axes, the displacement variable were more large than that of young and middle age specimen in loading, due to degeneration and stability of specimen.
老年腰椎标本不同节段的主运动轴在X和Z轴不规律更换，加载过程中位移量变化较中青年标本大，这与标本的退变和稳定性变化有关。 - A finite segment model has been established and applied to analyse the shear lag effect in simple box girder s. It was found that the negative shear lag existed in the simple box girder with variable depth.
应用作者建立的有限段模型，对简支箱梁进行剪滞效应分析，发现变高度简支梁存在负剪力滞。 - Using alternating segment explicit implicit method for the variable coefficient convection diffusion equation. The method has the obvious property of parallelism and is unconditionally stable.
应用交替分段显隐方法求解变系数对流扩散方程，此方法具有很好的并行性且无条件稳定。 - Single controler are used to control the cascade system incorporating multiple segments. The predictive error of output from the prior segment are selected as the feedforward variable of the latter segment.
使用单一控制器控制包括多个环节的串联系统，并选取前一环节对象输出的预测偏差作为下一环节预测控制的前馈变量。 - A segment and variable structure Bang-bang controller of SSSC was given for the system transient stability.
提出了基于分段变结构Bang-Bang控制的SSSC的暂态稳定的控制方法。 - Censored regression ( Tobit) model studied in this paper is a special LDV model for which response variable has a nonnegative limitation, where only segment of response variable being not less than 0 can be measured.
本文研究的删失回归模型（Tobit模型）是一种特殊的响应变量受限制模型，它的响应变量受非负限制，我们只能观测到响应变量不小于0的部分。