In the present article, we construct a new sequence of bivariate Sz?sz-Durrmeyer operators based on Dunkl analogue. We investigate order approximation with aid modulus continuity in terms well known Peetre?s K-functional, weighted results, Voronovskaja type theorems and Lipschitz maximal functions. Further, also discuss here properties B?gel-spaces by use mixed-modulus continuity.

In the current paper, finite element method is employed for numerical simulations and the study of influential parameters on elastic modulus of polymer-matrix nano-composites. Effects of different key parameters including particle elastic modulus, interphase elastic modulus, matrix elastic modulus, interphase thickness and particle volume fraction on total elastic modulus of nano-composite mate...

The dislocation contribution to the modulus defect AG/G has been found to be temperature dependent. It is shown that a temperature dependent modulus defect in reasonable agreement with experiment can be obtained by calculating the thermal ly averaged displacement 5 for a string model with Cottrell pinning point interactions using cl assical statistical mechanics. The experimental results of Bau...

This pilot study was designed to determine whether the shear elastic modulus measured using supersonic shear imaging can be used to accurately estimate muscle activity level. Using direct visual feedback of torque, six healthy subjects were asked to perform two incremental isometric elbow flexions, consisting of linear torque ramps of 30 s from 0 to 40% of maximal voluntary contraction. Both el...

Viscoelastic materials can today be found in a wide range of practical applications. In order to make efficient use of these materials in construction, it is of importance to know how they behave when subjected to dynamic load. Characterization of viscoelastic materials is therefore an important topic, that has received a lot of attention over the years. This thesis treats different nonparametr...

Let {as(mod ns)}s=1 (k > 1) be a finite system of residue classes with the moduli n1, . . . , nk distinct. By means of algebraic integers we show that the range of the covering function w(x) = |{1 6 s 6 k : x ≡ as (mod ns)}| is not contained in any residue class with modulus greater than one. In particular, the values of w(x) cannot have the same parity.

Several variants of new digital signature schemes (DSS) based on the discrete logarithm and factorization problems have been proposed. Considered DSS are characterized in that a novel mechanism of the signature generation is used, in which two parameters of the (k, S) or (R, S) signature are defined after solving a system of two congruences. In the case of composite modulus additional restricti...

Tensile stress-strain curves a r e obtained at s t rain rates of %lo-'+, ~ 1 0 and c1000/s for carbon, Kevlar and glass fibre woven-reinforced polyester resin compos i tes and the variation of modulus, tensile strength and fracture strain with strain rate is determined. A change in the failure mode at the highest strain rates is observed for the glass but not the carbon or Kevlar reinforced com...

Introduction. The object of this note is to present a short and simple proof of the following two theorems. Theorem 1. Suppose that C is a closed rectifiable Jordan curve in the complex l-plane and that C has a continuously turning tangent in a neighborhood of one of its points, XoSuppose, furthermore, that the tangent angle t(s) as function of the arc length s has a modulus of continuity (¡)(t...

The energy conservation of lossless network reflects a series of novel symmetry in S parameter. This paper presents the generalized modulus symmetry, spurious reciprocity, constant characteristic phase and determinant of the lossless block network. The perfect matching condition of block load network [Γl] and the invariable lossless property of S parameter of generalized block network are devel...