变参数的英文

• variable element

• 变    become different; change
• 参数    parameter
• 变参数系统    variation parameter system
• 变参数元件    parametron
• 可变参数    variable element; variable parameter; varying parameter
• 流变参数    reheological parameter; rheological parameter
• 时变参数    time-varying parameters
• 形变参数    deformation parameter
• 变参数计算机    parametron computer
• 改变参数类型    changed parameter types
• 静态流变参数    static rheological parameter
• 洛德应变参数    lode strain parameter
• 时变参数模型    time-varying parameter model
• 变参数移位寄存器    parametron shift register
• 改变参数的取值    changed parameter value
• 考虑可变参数模型    time-varying parameter model
• 时变参数线性系统    time-varying linear system
• 随机变参数系统    random variation parameter system
• 线性变参数网络    linear time-varying network
• 线性变参数系统    linear variation parameter system
• 线性可变参数网络    linear varying-parameter netw-ork
• 线性时变参数网络    linear time-varying network
• 随机变参数线性系统    random time varying linear systems
• 冲电气公司的变参数元件计算机    opc oki parametron computer
• 变参管    parametron

• Genetic algorithms application in nonlinear parameter estimation
  非线性变参数估计的遗传算法
• Parallel pid regulating mode with changeable parameters and construction
  适应式变结构，变参数并连pid调节模式
• Variable parametric reiterative solutions for circular plates on elastic foundations
  弹性地基圆薄板的变参数迭代解
• Optimum experimental analysis of varying - parameter vibration drilling of micro holes
  变参数振动钻削微小孔的优化试验分析
• Test and study on vibratile drilling new laminated material by step type variable parameter
  阶跃式变参数振动钻削新型叠层材料的实验研究
• Gradient based identification algorithm and its convergence for disturbance time - varying systems
  基于局部多项式逼近的变参数梯度估计算法
• To digital pid controller , i improve the modulus with the idea of gradual modulus
  对数字pid控制，应用变参数的思想，对其3项系数进行改进。
• In its essence , the scheme predicts only the mixing ratios ( third - order moments ) of drops
  该方案采用的是单变参数方案，降水物粒子的谱分布一律是m ? p分布。
• A quadratic convergent iteration method with adjusted parameters without derivative for solving nonlinear equations is discussed in this paper
  摘要讨论一种解非线性方程的具有变参数的不带导数的二阶收敛迭代法。