The applications of cable wire shock absorber both in home and abroad are introduced, the dynamical Characteristics of hysteretic non-linearity elastic elements are analyzed, commonly, the mathematical model of the bilinearity is chosen, the feature of amplitude and frequency curve are soft and non-linearity.
Based on the bilinear dynamical equation of products packaging system, with the application of numericalmethod, damaged bounds of products packaging system with bilinearity under square wave shock are obtained andthen effects of bilinear parameter on damaged bounds are analyzed in this paper.
By using the standard truncated Painleve analysis, the authors discompose the Backlund transformation, the (2 + 1) - dimensional Konoppelchenko-Dubrovsky equation, into a linear partial differential equation and a bilinear partial differential equation, and obtains some special types of the multi soliton solutions for this nonlinear model.
This article proves the Lp-boundedness of general bilinear operators associated to a symbol or multiplier which need not be smooth.
It thus unifies earlier results of Coifman-Meyer for smooth multipliers and ones, such the Bilinear Hilbert transform of Lacey-Thiele, where the multiplier is not smooth.
Using a Whitney decomposition in the Fourier plane, a general bilinear operator is represented as infinite discrete sums of time-frequency paraproducts obtained by associating wave-packets with tiles in phase-plane.
Boundedness for the general bilinear operator then follows once the corresponding Lp-boundedness of time-frequency paraproducts has been established.
We present a bilinear T1 theorem in the context of Triebel-Lizorkin spaces.
This formulation is then used to derive general properties for the value of such games, the well known concave-convex property but also the "piecewise bilinearity".
Bilinearity and multilinearity over arbitrary rings with units
Bilinearity, complementarity and antiparallelism of the double stranded DNA structure are proved, in a general and abstract setting, as requirements of an efficient duplication algorithm for 'mobile strings'.
Observers are constructed for systems with a scalar output and a singular bilinearity matrix.
In the optimum case of the distribution of sections of bilinearity or weak nonlinearity, it is possible to perform the calculations of the damping parameters according to a linear scheme with rigidity of the static equilibrium.