[BOOK][B] Inverse problems with applications in science and engineering
D Lesnic - 2021 - taylorfrancis.com
Driven by the advancement of industrial mathematics and the need for impact case studies,
Inverse Problems with Applications in Science and Engineering thoroughly examines the …
Inverse Problems with Applications in Science and Engineering thoroughly examines the …
[HTML][HTML] Mixed numerical–experimental technique for orthotropic parameter identification using biaxial tensile tests on cruciform specimens
D Lecompte, A Smits, H Sol, J Vantomme… - International Journal of …, 2007 - Elsevier
This paper presents a mixed numerical–experimental method for the identification of the four
in-plane orthotropic engineering constants of composite plate materials. A biaxial tensile test …
in-plane orthotropic engineering constants of composite plate materials. A biaxial tensile test …
Fundamental-solution-based finite element model for plane orthotropic elastic bodies
A new hybrid finite element formulation is presented for solving two-dimensional orthotropic
elasticity problems. A linear combination of fundamental solutions is used to approximate …
elasticity problems. A linear combination of fundamental solutions is used to approximate …
[HTML][HTML] A new stable inverse method for identification of the elastic constants of a three-dimensional generally anisotropic solid
This article presents a new approach for inverse identification of all elastic constants of a 3D
generally anisotropic solid with arbitrary geometry via measured strain data. To eradicate …
generally anisotropic solid with arbitrary geometry via measured strain data. To eradicate …
Influence of specimen geometry on the estimation of the planar biaxial mechanical properties of cruciform specimens
JJ Hu, GW Chen, YC Liu, SS Hsu - Experimental Mechanics, 2014 - Springer
It is in general challenging to characterize planar mechanical properties of extremely soft
tissues such as cell-seeded collagen gels. One of the difficulties is related to premature …
tissues such as cell-seeded collagen gels. One of the difficulties is related to premature …
Analysis of mechanical properties of wire mesh for mesh reflectors by fractal mechanics
T Li, J Jiang, T Shen, Z Wang - International Journal of Mechanical …, 2015 - Elsevier
The knitted wire mesh is often used as a reflecting surface of large deployable antennas.
Because different wire meshes have different electrical properties, it is very important and …
Because different wire meshes have different electrical properties, it is very important and …
[PDF][PDF] Identification of material parameters of two-dimensional anisotropic bodies using an inverse multi-loading boundary element technique
An inverse technique, based on the boundary element method (BEM) and elastostatic
experiments for identification of elastic constants of orthotropic and general anisotropic 2D …
experiments for identification of elastic constants of orthotropic and general anisotropic 2D …
System identification of a composite plate using hybrid response surface methodology and particle swarm optimization in time domain
Material properties of composites are identified using a novel hybrid RSM–PSO method in
this paper. Different response surface methodology (RSM) methods and particle swarm …
this paper. Different response surface methodology (RSM) methods and particle swarm …
An inverse method of fundamental solutions for the identification of 2D elastic properties of anisotropic solids
There are six elastic constants for an anisotropic body in plane strain/stress conditions. In
the inverse problem of this study, it is assumed that the elastic constants of an anisotropic …
the inverse problem of this study, it is assumed that the elastic constants of an anisotropic …
Identification of elastic orthotropic material parameters by the scaled boundary finite element method
SS Chen, QH Li, YH Liu, HT Chen - Engineering Analysis with Boundary …, 2013 - Elsevier
This paper focuses on a parameter identification algorithm of two-dimensional orthotropic
material bodies. The identification inverse problem is formulated as the minimization of an …
material bodies. The identification inverse problem is formulated as the minimization of an …