切比雪夫Ⅱ型模拟高通滤波器的设计及实现

提出了一种基于反相积分器的信号流图来实现切比雪夫Ⅱ型模拟高通滤波器的方法。首先,基于归一化切比雪夫Ⅱ型模拟低通滤波器极点分布的特点,推导出归一化切比雪夫Ⅱ型模拟低通滤波器零极点和转移函数的公式,得到归一化切比雪夫Ⅱ型模拟低通滤波器设计的步骤;然后,基于频率变换与逆变换,提出一种利用归一化切比雪夫Ⅱ型模拟低通滤波器来设计切比雪夫Ⅱ型模拟高通滤波器的方法;最后,给出了利用归一化切比雪夫Ⅱ型模拟低通滤波器来设计切比雪夫Ⅱ型模拟高通滤波器的实例及其实现电路。     

基于传输零点的广义切比雪夫型LC滤波器快速设计法

通过对不同结构的广义切比雪夫型LC滤波器的传输零点特性进行分析验证,得到适用于N阶广义切比雪夫型LC滤波器传输零点特性的结论。基于这些结论提出一种快速设计广义切比雪夫型LC滤波器的方法,大大缩短了设计滤波器的时间。并且该方法可以在实现滤波器带外截止特性的同时,实现滤波器小型化,在科学研究和工程应用中具有重要意义。     

基于开关电流技术的切比雪夫滤波电路的实现

提出了一种运用开关电流技术实现切比雪夫低通滤波电路的方法。将双二次滤波器的传递函数由s域进双线性z变换,确立了基于开关电流积分器的双二次节电路,利用这种双二次节可以实现开关电流滤波器。文中采用双二次低通滤波器级联实现了六阶切比雪夫低通滤波器的设计与仿真,仿真结果表明切比雪夫低通滤波器的陡峭衰减特性和理想幅频特性符合设计要求,从而证实了该方法的可行性和正确性。     

基于遗传算法与单纯形下山法的广义切比雪夫滤波器的优化设计

广义切比雪夫滤波器是一种高性能滤波器形式,用经典的综合方法提取其参数复杂且难以实现。本文以指定的电路拓扑结构和传输零点作为已知条件,结合遗传算法和单纯形下山法用MATLAB编程实现了一种新的灵活、有效的广义切比雪夫滤波器等效电路参数的优化提取方法。并给出了归一化耦合系数的物理意义及其工程应用系数转换公式。     

X波段SIW广义切比雪夫超结构滤波器设计

基于基片集成波导设计了一种正交分裂环谐振器,并证明了该谐振器具有双负特性。将该超结构放置于双层基片集成波导中,得到了具有频率选择特性的四端口耦合结构。将加载正交分裂环谐振器的耦合结构与广义切比雪夫滤波器相结合,设计了一种X波段SIW广义切比雪夫超结构滤波器。仿真结果表明,设计的滤波器满足了中心频率为10.519 GHz、相对带宽为0.25%、通带内的插入损耗小于-1 dB、回波损耗小于-20 dB的技术指标。     

滤波器腔间耦合系数快速提取方法

传统基于优化理论的耦合系数提取方法依赖于繁琐的优化程序,耗时长且收敛效果无法保证。对此,提出一种快速的耦合系数提取方法。该方法从单端输入阻抗的零极点角度进行分析,推导出滤波器的特征多项式与谐振频率与零极点的函数关系,并采用Matlab语言编程实现了耦合系数提取算法。应用该算法对4阶切比雪夫滤波器的耦合系数进行了提取分析,提取结果与理论结果吻合良好,证明了该方法的正确性和有效性。     

小型化窄边单脊波导滤波器设计

通过仿真分析了窄边单脊波导的基本特性,采用所加脊不贯穿整个波导纵向的形式作为单脊波导谐振器,组成直接耦合的切比雪夫带通滤波器,同时输入、输出采用了同轴馈电的方式,与标准波导滤波器相比,可大幅度减小滤波器的体积。最后得到的测试结果表明,该结构能很好地实现波导滤波器的小型化设计。     

一种LTCC带通滤波器的设计与实现

设计并实现了一个2阶切比雪夫带通滤波器,采用1/4波长终端短路线作为谐振腔,谐振腔间采用电容耦合实现导纳转换,来达到减小体积的目的.给出了适用于工程应用的设计步骤以及设计公式,滤波器的实际实现采用LTCC技术,结合三维电磁场仿真,设计出一种高抑制、低插损的滤波器,该滤波器中心频率为4 GHz、带宽为400 MHz,插入损耗小于2.3dB.可以广泛应用于导航和通信系统电路中.     

切比雪夫孔阵波导定向耦合器

一、引言宽频带,高方向性波导定向耦合器,其耦合机构,一般都是采用多孔耦合阵,而多孔耦合阵,又分为均匀直线阵,二项式阵以及切比雪夫阵。其中以切比雪夫阵为最佳,所谓切比雪夫阵,就是阵中每个小孔的电压耦合系数与切比雪夫多项式的系数成比例。这种耦合阵的特点是方向性曲线在一定值附近等幅摆动,而摆动的波纹数与阵中的元数成比例,孔数越多,摆动的波纹数也越多。第二个特点是方向性的频带较宽,即使在频带边缘方向性特性曲线也不产生恶化。     

一种基于Ansoft Designer的滤波器设计方法

对切比雪夫滤波器的特点及原理做了分析,对切比雪夫滤波器的阶数计算及衰减函数做了介绍。并对Designer软件设计滤波器的原理、方法及分析步骤作了分析。     

A CCD wave filter with low sensitivity

Starting with a double terminated Chebyshev LC ladder filter, a CCD wave filter has been implemented by using CCD resonators and charge amplifiers as basic building blocks. The bandpass filter which was realized on a test chip has a center frequency of 50 kHz, together with a relative Chebyshev bandwidth of 2.6 percent, 5 dB insertion loss, and more than 60 dB stopband attenuation. Compared to known SC filters, the advantages of the new approach are in extremely low sensitivity of the center frequency which is controlled by an external clock frequency, and a relative bandwidth which does not depend on the center frequency, but is controlled by capacitance ratios. Filter design, some aspects related to implementation, and experimental results are described.     

Generalized Chebyshev Filters for the Design of IIR Filters and Filter Banks

This paper introduces the generalized IIR Chebyshev filters. The proposed filters are obtained by applying bilinear transformation to the corresponding analog filters. The novelty of the method is the introduction of a new rational Chebyshev function, which includes Chebyshev Type I and Chebyshev Type II IIR filters as special cases. The application of the proposed digital filters to design perfect reconstruction two-channel filter banks is described. The proposed filters can be applied in orthogonal discrete wavelet transform.     

Designing IIR filters with a given 3-dB point

Often in infinite impulse response (IIR) filter design, our critical design parameter is the cutoff frequency at which the filter's power decays to half (-3 dB) the nominal passband value. This article presents techniques that aid in the design of discrete-time Chebyshev and elliptic filters given a 3-dB attenuation frequency point. These techniques place Chebyshev and elliptic filters on the same footing as Butterworth filters, which traditionally have been designed for a given 3-dB point. The result is that it is easy to replace a Butterworth design with either a Chebyshev or an elliptic filter of the same order and obtain a steeper rolloff at the expense of some ripple in the passband and/or stopband of the filter.     

广义切比雪夫型LC滤波器的设计*

提出一种广义切比雪夫型LC滤波器的设计方法,带外传输零点可以是任意设定,其带外特性既可以对称,也可以不对称.采用此方法设计出的LC滤波器,其带内波动可以与最大平坦型滤波器一样很小,而矩形系数可以与椭圆函数型滤波器一样好.每一个传输零点的位置可以由一个元器件的取值大小控制.与椭圆函数型LC滤波器相比,相同数量的元器件,它可以实现更陡的截止特性.     

Chebyshev过渡型滤波器设计和分析

传统的Chebyshev滤波器具有较差的相位特性,其阶跃响应具有较大的过冲和较长的调节时间。本文从传递函数的极点角度,对Chebyshev滤波器进行了改进,改进后的滤波器表现出典型的过渡特性,在对幅度特性影响较小的情况下,改善了传统Chebyshev滤波器的相位特性和阶跃响应。通过对滤波器极点的调整,消除了传统Chebyshev滤波器过冲和传统偶数阶Chebyshev滤波器的稳态误差。     

Low sensitivity symmetrical response microwave filters

The paper proposes a modification of the chained filtering function for low sensitivity symmetrical response microwave filters. The new filtering function uses generalized Chebyshev polynomials as a seed function. The proper return loss grouping leads to low sensitivity filters. It is estimated and compared the responses' sensitivity of modified chained filter and Chebyshev filter. It is proven that the attenuation of the even order chained filters is 6 dB less than the corresponding Chebyshev filter.     

Novel Multifold Finite-Ground-Width CPW Quarter-Wavelength Filters With Attenuation Poles

This paper proposes a novel multifold finite-ground-width coplanar waveguide (CPW) lambda/4 resonator filter that has the capability of realizing attenuation poles by cross coupling of nonadjacent resonators. The newly proposed multifold structures not only greatly shrink the length of a resonator, but also provide a convenient way to implement cross coupling in a filter. The proposed multifold finite-ground-width CPW resonators can have much stronger coupling than that of spiraling and meandering layouts, and any number of folds is possible. Two combline filters are designed and measured with twofold and threefold lambda/4 finite-ground-width CPW resonators. A trisection and a quadruplet generalized Chebyshev filter formed by cross couplings between nonadjacent resonators have been implemented by modifying the layout of the resonator. These filters are smaller in size and have the capability of controlling attenuation poles     

Explicit form of new class of extremal filter functions with mini-max behaviour of summed sensitivity function

In this article, the all-pole low-pass filter function with mini-max for the summed sensitivity function in the pass-band is considered. With the application of Chebyshev polynomials of the first kind, the proposed filter function is obtained in an explicit form with a maximum number of oscillations of the summed sensitivity function in the pass-band. The calculation of the filter function is derived by using the summed sensitivity function as a starting point. New original approximation function is derived in order to achieve a mini-max summed sensitivity function in the filter pass-band. Sensitivity analysis is carried out and a comparison of the summed sensitivity and the group delay of the proposed and classical all-pole filters is given. Minimisation of the summed sensitivity function is important for reduction of the deviation of the magnitude response caused by temperature changes of the continuous-time active filters implemented into the analogue front end or as programmable chips.     

Miniaturized dielectric waveguide filters

Design techniques for a new class of integrated monolithic high-permittivity ceramic waveguide filters are presented. These filters enable a size reduction of 50% compared to air-filled transverse electromagnetic filters with the same unloaded Q-factor. Designs for Chebyshev and asymmetric generalised Chebyshev filter and a diplexer are presented with experimental results for an 1800 MHz Chebyshev filter and a 1700 MHz generalised Chebyshev filter showing excellent agreement with theory.