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最优逼近 meaning in Chinese

best approximation
optimal approximation

Examples

  1. The optimal approximation for the pattern formed with fresnel zone plate antenna
    菲涅尔区板天线赋形波束的最优逼近
  2. Secondly , as for degree reduction of interval rational bezier curves , two methods are given : pseudo linear programming method ( plpm ) and pseudo optimal approximation method ( poam )
    接下来对区间有理bezier曲线,给出两种降阶逼近算法:拟线性规划法( plpm )和拟最优逼近法( poam ) 。
  3. The mrafc scheme employs a reference model to provide closed - loop performance feedback for generating or modifying a fuzzy controller ' s knowledge base . the adaptive compensation term of optimal approximation error is adopted . by theoretical analysis , the closed - loop fuzzy control system is proved to be globally stable , with tracking error converging to zero
    该方案利用参考模型作为闭环系统的反馈信号来产生、调节模糊控制器的规则库,并通过引入最优逼近误差的自适应补偿项来消除建模误差的影响,不但能保证闭环系统稳定,而且可使跟踪误差收敛到零。
  4. Based on the representation of interval rational bezier curves and surfaces and by a serial of mathematical transformation , the degree reductions of them are converted to those of polynomials with upper bounds , then several algorithms are presented , with linear programming and optimal approximation methods . by relaxation of some constrained conditions , approximation effects of some of them are further improved
    根据区间有理bezier曲线、曲面的特点,通过一系列数学变换,将其降阶问题转化为多项式的保上界降阶逼近,再应用线性规划和最优逼近方法求解,给出几种逼近算法,并探讨通过约束不等式的松弛,进一步改进逼近效果。
  5. Firstly , based on backstepping and the supervisory control strategy , a robust adaptive fuzzy controller is designed for a class of nonlinear systems . the first type fuzzy logic system is used to approximate the unknown part of the process . the adaptive compensation term of the optimal approximation error is adopted
    本文首先针对一类不确定非线性系统,基于backstepping方法,利用监督控制,引入最优逼近误差的自适应补偿项,并利用型模糊逻辑系统逼近系统的未知部分,提出了一种鲁棒自适应模糊控制器设计方案,运用李亚普诺夫第二方法,先证明了闭环模糊控制系统全状态有界,再证明了跟踪误差收敛到零。

Related Words

  1. 逼近的
  2. 质量优
  3. 寻优
  4. 优的
  5. 优波
  6. 优希
  7. 优玛
  8. 优盘
  9. 优香
  10. 优品
  11. 最优golomb尺问题
  12. 最优薄锡层镀锡薄钢板
  13. 最优逼近多项式
  14. 最优边着色
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