Results 121 to 130 of about 5,928,722 (258)
Mixed FEM for Shells of Revolution Based on Flow Theory and its Modifications
For describing elastoplastic deformation, three versions of constitutive equations are used. The first version employs the governing equations of the flow theory.
Rumia Z. Kiseleva +4 more
doaj +1 more source
An amphiphilic GOx nanoamphizyme was constructed by covalently introducing hydrophobic PPNI linkers onto GOx, enabling spontaneous self‐assembly into tunable nanoparticles. Mild crosslinking further stabilized the assemblies and enhanced catalytic performance and stability.
Yuan‐Hao Hsiao +4 more
wiley +1 more source
Demand for Money: A Study in Testing Time Series for Long Memory and Nonlinearity [PDF]
This paper draws attention to the limitations of the standard unit root/cointegration approach to economic and financial modelling, and to some of the alternatives based on the idea of fractional integration, long memory models, and the random field ...
Michael J. Harrison +2 more
core
RATIONAL DESIGN OF NONLINEAR-DEFORMABLE STRUCTURALLYHETEROGENEOUS ELEMENTS OF STRUCTURES
The article deals with the problem of rational design of a nonlinearly deformable heterogeneous composite Timoshenko rod under force impact. The rod has a structure that is symmetrical relative to the force plane, formed by the connection of quasi ...
Andrey Mishchenko +3 more
doaj +1 more source
Multidimensional‐Encoded High‐Fidelity Spectrometers With a Floating‐Base Bipolar Junction
A floating‐base bipolar junction photodetector enables multidimensional spectral encoding through synergistic gate‐ and drain‐bias modulation of interfacial barrier matching. The resulting complementary spectral responses form a diverse, weakly correlated response matrix, enabling robust and high‐fidelity spectral reconstruction even at sub‐nanoampere ...
Sang‐Hyeon Lee +11 more
wiley +1 more source
Examples of Physical Systems Described by the Duffing Equation
In this chapter several examples of physical systems whose dynamic behaviour can be approximated by several forms of the Duffing equation are given. The physical systems are chosen to illustrate the physical phenomena that result in different forms of ...
Brennan, Michael J. [UNESP] +3 more
core +1 more source
Neuromorphic devices for extreme environments are interpreted through the physical states that store and process information. Radiation, temperature extremes, and vacuum can perturb vacancies, filaments, trapped charges, polarization, interfaces, and readout signals.
Taehyun Park +7 more
wiley +1 more source
Modulational instability in two-component discrete media with cubic-quintic nonlinearity
The effect of cubic-quintic nonlinearity and associated intercomponent couplings on the modulational instability MI of plane-wave solutions of the two-component discrete nonlinear Schrödinger DNLS equation is considered.
Umarov, Bakhram +3 more
core +1 more source
Emergence of a Hexagonal Fe2S2 Single Layer Without a Bulk Counterpart via Phase Transformation
Upon annealing, single‐layer Mackinawite iron sulfide transforms into a previously unknown hexagonal Fe2S2${\rm Fe}_2{\rm S}_2$ phase with β$\beta$‐CuI structure. STM, LEED, and first‐principles calculations identify the structure and show that electronic correlations and magnetic order are important for its stability.
Affan Safeer +10 more
wiley +1 more source
Pathways to randomness in the economy: Emergent nonlinearity and chaos in economics and finance [PDF]
This paper: (1) Gives a general argument why research on nonlinear science in general and chaos in particular is important in economics and finance. (2) Puts forth two definitions of stochastic nonlinearity (IID-Linearity and MDS-Linearity) for nonlinear
William A. Brock
core

