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1.
We establish a numerically feasible algorithm to find a simplicial approximation A to a certain part
of the boundary of the set
of stable (or Hurwitz) polynomials of degree 4. Moreover, we have that
. Using this, we build an algorithm to find a piecewise-linear approximation to the intersection curve of a given surface contained in
4 with
. We have also devised an efficient computer program to perform all these operations. The main motivation is to find the curve of nondegenerate bifurcation points in parameter space for a given 2-parametric Hopf bifurcation problem of dimension 4. 相似文献
2.
Summary In this paper, we investigate the discretization of an elliptic boundary value problem in 3D by means of the hp-version of the finite element method using a mesh of tetrahedrons. We present several bases based on integrated Jacobi polynomials
in which the element stiffness matrix has nonzero entries, where p denotes the polynomial degree. The proof of the sparsity requires the assistance of computer algebra software. Several numerical
experiments show the efficiency of the proposed bases for higher polynomial degrees p.
相似文献
3.
4.
带不等式约束的线性相位FIR数字滤波器的Chebyshev设计 总被引:1,自引:0,他引:1
本文主要讨论带不等式约束的线性相位FIR数字滤波器的Chebyshev设计问题.我们知道,交错点组定理是Remez算法的理论基础,而此算法很好的解决了无约束线性相位FIR数字滤波器Chebyshev设计问题.本文中给出并证明了一个与交错点组定理类似的定理,并以此定理为依据设计算法求解具有不等式约束的线性相位FIR滤波器Chebyshev设计问题,此算法可通过对Matlab中remez()函数的修改来实现. 相似文献
5.
Peter Apostolov 《Signal processing》2011,91(11):2589-2594
This paper considers a new method for FIR filters design. The method uses an L∞ optimality norm. To achieve a better approximating effect, a new modulating function which compresses the oscillations of the cosine is proposed. A parameter sets the gradient of the modulating function, with respect to the oscillations’ compression. The approximating polynomial is carried out using Remez’ exchange algorithm. An optimal polynomial with lowest possible (four) degree, that approximates an ideal filter's response with high precision is proposed. With the proposed method a FIR filter with arbitrary specifications can be designed. Design examples of FIR filters with a minimization of calculation are performed. The obtained filter's responses are close to the ideal response. The design examples demonstrate that the proposed approach may be a good alternative in several applications. 相似文献
6.
沈永刚 《纺织高校基础科学学报》1999,12(1):51-54
以SGT202多臂3号凸轮为例,用Lagrange插值多项式平滑拟合实测凸轮廓线,以便于数控机床编程和提高凸轮廓线的加工质量,介绍的方法具有普遍性。 相似文献
7.
ON GENERALIZED FRACTIONAL PROCESSES 总被引:3,自引:0,他引:3
Abstract. A class of stationary long-memory processes is proposed which is an extension of the fractional autoregressive moving-average (FARMA) model. The FARMA model is limited by the fact that it does not allow data with persistent cyclic (or seasonal) behavior to be considered. Our extension, which includes the FARMA model as a special case, makes use of the properties of the generating function of the Gegenbauer polynomials, and we refer to these models as Gegenbauer autoregressive moving-average (GARMA) models. While the FARMA model has a peak in the spectrum at f = 0, the GARMA process can model long-term periodic behavior for any frequency 0 f 0.5. Properties of the GARMA process are examined and techniques for generation of realizations, model identification and parameter estimation are proposed. The use of the GARMA model is illustrated through simulated examples as well as with classical sunspot data. 相似文献
8.
Crack propagation in metals has long been recognized as a stochastic process. As a consequence, crack propagation rates have been modeled as random variables or as random processes of the continuous. On the other hand, polynomial chaos is a known powerful tool to represent general second order random variables or processes. Hence, it is natural to use polynomial chaos to represent random crack propagation data: nevertheless, no such application has been found in the published literature. In the present article, the large replicate experimental results of Virkler et al. and Ghonem and Dore are used to illustrate how polynomial chaos can be used to obtain accurate representations of random crack propagation data. Hermite polynomials indexed in stationary Gaussian stochastic processes are used to represent the logarithm of crack propagation rates as a function of the logarithm of stress intensity factor ranges. As a result, crack propagation rates become log-normally distributed, as observed from experimental data. The Karhunen–Loève expansion is used to represent the Gaussian process in the polynomial chaos basis. The analytical polynomial chaos representations derived herein are shown to be very accurate, and can be employed in predicting the reliability of structural components subject to fatigue. 相似文献
9.
S. Yu. Reutskiy C. S. Chen H. Y. Tian 《International journal for numerical methods in engineering》2008,74(10):1621-1644
A boundary meshless method has been developed to solve the heat conduction equations through the use of a newly established two‐stage approximation scheme and a trigonometric series expansion scheme to approximate the particular solution and fundamental solution, respectively. As a result, no fundamental solution is required and the closed form of approximate particular solution is easy to obtain. The effectiveness of the proposed computational scheme is demonstrated by several examples in 2D and 3D. We also compare our proposed method with the finite‐difference method and the other meshless method showed in ?arler and Vertnik (Comput. Math. Appl. 2006; 51 :1269–1282). Excellent numerical results have been observed. Copyright © 2007 John Wiley & Sons, Ltd. 相似文献
10.
S. T. Smith M. A. Bradford D. J. Oehlers 《International journal for numerical methods in engineering》1999,44(11):1685-1707
Unilateral buckling is a contact problem whereby buckling is confined to take place in only one lateral direction. For plate structures, this can occur when a thin steel plate is juxtaposed with a rigid concrete medium and the steel may only buckle locally away from the concrete core. This paper investigates the use of simple and orthogonal polynomials in the Rayleigh–Ritz method for unilateral plate buckling. The orthogonal polynomials used are the classical Chebyshev types 1 and 2, Legrende, Hermite and Laguerre. The study presents a comparison between the efficiency of the polynomial‐based displacement functions with regard to elastic bilateral and unilateral plate buckling, where efficiency is measured as a function of their convergence characteristics. Some buckling solutions for plates with varying boundary conditions and in‐plane shear loads are also provided as an illustration. Copyright © 1999 John Wiley & Sons, Ltd. 相似文献