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To this end, a transient three-dimensional thermo-mechanical model utilizing temperature dependent microplane model as the constitutive law for concrete is employed.
Subsequently, a beam model utilizing homogenized thermomechanical properties of 3-D composites is built to obtain stresses due to mechanical loading.
The dynamics and stability of short tubes conveying fluid is re-examined by means of Timoshenko beam theory for the tube and a three-dimensional fluid-mechanical model for the fluid flow, rather than the plug-flow model utilized heretofore.
The numerical model utilizes a macroscopic finite element based approach to trace thermo-mechanical response of FRP-strengthened RC slabs from linear elastic stage to collapse under fire conditions.
The irreversible thermodynamic damage model utilized in this work has previously been successfully applied to thermo-mechanical fatigue of microelectronic solder joints.
Our model utilized monthly discontinuation rates.
This paper presents the application of a new method for interfacial modeling utilizing a merger of continuous Galerkin and discontinuous Galerkin concepts to simulate the behavior of mechanical joints.
The dependence is modeled utilizing copula functions.
In this work, a gradient-extended continuum mechanical model implemented into a finite element code is utilized to analyze the influence of pore hierarchy on the overall mechanical response of porous metallic glasses.
All three studies utilized mechanical models as the study subjects as well as the reference standard.
Mechanical Model of Brain Convolutional Development.
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