Results 101 to 110 of about 26,717 (308)
DNA is a chiral semiflexible polymer, so its bending Hamiltonian may contain nonlinear terms coupling the curvature kappa to the torsion tau, leading to an average torsion independent of curvature, with variance scaling as 1/kappa(2).
Colina, Coray M. +4 more
core +1 more source
Nonlinear weakly curved rod by Γ-Convergence [PDF]
We present a nonlinear model of weakly curved rod, namely the type of curved rod where the curvature is of the order of the diameter of the cross-section.
Velcic, I., Velčíc I., Igor Velčić
core +1 more source
Buckling of Thin-Walled Cylinders from Three Dimensional Nonlinear Elasticity. [PDF]
Springhetti R, Rossetto G, Bigoni D.
europepmc +1 more source
Weaving Intelligence: Thermally Drawn Multimaterial Fibers Toward AI‐Enabled Smart Textiles
Thermally drawn multimaterial fibers are rapidly advancing as intelligent structural units for next‐generation smart textiles. Integrating multimaterial architectures with neuromorphic and spiking‐neural‐network principles enables fabrics that can sense, compute, and adapt autonomously.
Vuong Dinh Trung +9 more
wiley +1 more source
Measuring and Modelling Nonlinear Elasticity of Ex Vivo Mouse Muscles. [PDF]
Rizzuto E +3 more
europepmc +1 more source
Nonlocal Metaspire: A Scalable Elastic Material Platform With Decoupled Mechanical Modes
Nonlocal Metaspire introduces sequential rotation to realize wider scalability in implementing complex nonlocal couplings in elastic metamaterials while suppressing unintended mode coupling. Numerical results clarify the underlying wave motions, demonstrate mode‐decoupled roton and maxon formation, and support a straightforward extension to higher ...
Seung Han Kim +3 more
wiley +1 more source
Statistical mechanics of nonlinear elasticity
Running title: statistical mechanics of nonlinear elasticity or nonlinear elasticity A method is suggested for defining a deformation-dependent free energy in microscopic terms for a deformed elastic solid and applied to a simple microscopic model of ...
Oliver Penrose, Penrose, Oliver
core
Nonlinear Systems for Highly Compressive Elasticity Simulations [PDF]
The standard equations of linear elasticity have served well over many generations to describe small displacements of elastic systems subject to a variety of forces and/or stresses.
David L Russell
core
Nonlinear Elasticity Assessment with Optical Coherence Elastography for High-Selectivity Differentiation of Breast Cancer Tissues. [PDF]
Gubarkova EV +11 more
europepmc +1 more source
A Hidden Convexity of Nonlinear Elasticity
AbstractA technique for developing convex dual variational principles for the governing PDE of nonlinear elastostatics and elastodynamics is presented. This allows the definition of notions of a variational dual solution and a dual solution corresponding to the PDEs of nonlinear elasticity, even when the latter arise as formal Euler–Lagrange equations ...
Singh, Siddharth +2 more
openaire +3 more sources

