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minimum phase transfer functions
相关语句
  最小相位函数
     After introducing the basic methods for binaural synthesis some practical topics about HRTFs in binaural synthesis are discussed such as the lowest directional resolution needed the feasibility of representing HRTFs by minimum phase transfer functions and the most efficient way of implementing HRTFs.
     在简述双耳信号合成基本方法的基础上,重点讨论了在应用HRTFs时需要解决的一些实际问题,如所允许的HRTFs测量数据的最低方向分辨率、用最小相位函数表示HRTFs的可行性和最有效地实现HRTFs滤波器的方法。
短句来源
  相似匹配句对
     (P2) G(.s) is minimum phase, i.e. Z(s) is Hurwitz.
     (P2)G(s)是最小相位的,即Z(s)是Hurwitz多项式。
短句来源
     Design and Application of Minimum Phase Filter
     最小相位滤波器的设计和应用
短句来源
     PHASE AND ITS SIGNIFICANCE
     相的涵义
短句来源
     Differential phase
     微分相位的测量
短句来源
     Evolutionary Transfer Function Model Reduction for Non-Minimum Phase System
     非最小相位系统传递函数的演化模型降阶
短句来源
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  minimum phase transfer functions
The paper also examines construction of stable minimum phase transfer functions for which the magnitude takes prescribed values at uniformly spaced points on the unit circle, and presents error bounds for this problem.
      


This paper extends the theory of the general parameter filter without the complex loss zeros with quadrantal symmetry. That is, the loss and the delay time characteristic of pass-bands are Chebyshev-type approximation and the loss characteristic of stopbands can be specified arbitrarily. Because the nonminimum-phase transfer function can be expressed as the product of minimum-phase transfer function and all-pass function, the loss characteristic of nonminimum-phase...

This paper extends the theory of the general parameter filter without the complex loss zeros with quadrantal symmetry. That is, the loss and the delay time characteristic of pass-bands are Chebyshev-type approximation and the loss characteristic of stopbands can be specified arbitrarily. Because the nonminimum-phase transfer function can be expressed as the product of minimum-phase transfer function and all-pass function, the loss characteristic of nonminimum-phase and corresponding minimum-phase transfer function is the same and a unique relationship exists between the loss and the phase characteristic of minimum-phase transfer function. A series of new formulas for the loss and the delay time function have been derived, and the Chebyshev-type approximation of the delay time characteristic of pass-band and the initial guess of all available parameters have been obtained. In this respect, this paper presents new ideas and methods. The results of this paper can be used to design varieties of filters including lumped LC filters, active filters, microwave filters, digital filters etc. The results have been made use of in actual applications and have shown great advantages.

本文提出衰减特性和通带延时特性同时最佳逼近的通用参数滤波器的理论,推广了通常的通用参数滤波器(不具有象限对称复数衰减极点的滤波器)的理论,并在通带延时特性方面提出新的概念和方法,使同时最佳逼近得以完成。文中推导有一系列公式。在优化逼近过程和起始逼近等方面,文中也有完整的结果。利用本文所得结果来设计各类滤波器,其优越性已为我们在实际设备中的具体应用所证实。

An approximate non-minimum phase transfer function of magnetic suspension bearing is established, on the basis of that, a closed-loop controller is designed and makes the whole system stable. The Parameter of the controller is turned with the method of simulation. This Paper analyses changing curves of rotor displacement under thesituation of different disturbance and changing curve of electroinagnetic force and reason of high-speed rotor out of control, ineanwhile, discusses the relationship...

An approximate non-minimum phase transfer function of magnetic suspension bearing is established, on the basis of that, a closed-loop controller is designed and makes the whole system stable. The Parameter of the controller is turned with the method of simulation. This Paper analyses changing curves of rotor displacement under thesituation of different disturbance and changing curve of electroinagnetic force and reason of high-speed rotor out of control, ineanwhile, discusses the relationship among the Parameter of controller and stiffness of electromagnetic bearing and rotor stability.

建立了磁浮轴承的近似非最小相位传递函数模型,并基于此模型设计了保证系统稳定的闭环控制器。通过控制系统仿真对控制器参数进行了整定,分析了在不同扰动下转子的位移变化、电磁力和刚度的变化以及转子在高速时失控的原因,探讨了控制器参数与电磁轴承刚度及运转稳定性之间的变化关系。

After introducing the basic methods for binaural synthesis some practical topics about HRTFs in binaural synthesis are discussed such as the lowest directional resolution needed the feasibility of representing HRTFs by minimum phase transfer functions and the most efficient way of implementing HRTFs.

在简述双耳信号合成基本方法的基础上,重点讨论了在应用HRTFs时需要解决的一些实际问题,如所允许的HRTFs测量数据的最低方向分辨率、用最小相位函数表示HRTFs的可行性和最有效地实现HRTFs滤波器的方法。

 
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