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Evaluation of the integrals of Green’s function of Lamb’s model used in contact problems
The dynamic analysis of contact problems is related to great mathematical difficulties and, thus, unsurprisingly has to date not been solved...
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Tumbling Small Body Spin State Estimation Using Independently Simulated Images
Future missions to asteroids and comets will likely encounter bodies which are tumbling (i.e., not in principal axis rotation), and which have poor...
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Analytical derivatives of flexible multibody dynamics with the floating frame of reference formulation
In this paper, the analytical derivatives of flexible multibody dynamics with the floating frame of reference formulation are derived in a new way...
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Topology optimisation of stiffeners layout for shape-morphing of dielectric elastomers
This paper presents an in-silico framework, where for the first time, the design of stiffeners layout for shape-morphing of dielectric elastomers, is...
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Bifurcation analysis of the problem of a “rubber” ellipsoid of revolution rolling on a plane
This paper is concerned with the problem of an ellipsoid of revolution rolling on a horizontal plane under the assumption that there is no slip**...
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Transport of a driven spheroid in a uniform flow at low Reynolds numbers
This work examines the orientation profile of a rigid body suspended in a time-dependent uniform flow at low Reynolds numbers under the action of an...
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An improved material point method using moving least square shape functions
In this study, moving least square (MLS) shape functions are employed to reduce the cell-crossing error occurred in conventional material point...
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Vibration Analysis of Pressurized and Rotating Cylindrical Shells by Rayleigh-Ritz Method
A numerical procedure for vibration analysis of pressurised and rotating cylindrical shells by the Rayleigh Ritz method is presented. Potential and... -
Optimization of Concurrently Compressed and Torqued Rod
This chapter considers the stability problems in the context of twisted and compressed rods are demonstrated. The complement for Euler’s buckling... -
A Dynamic Vibration Absorber with Adjustable Stiffness
AbstractThis article is devoted to the development of a dynamic vibration absorber as a system in which an air spring moves between guides of a given...
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Development of an adaptive CTM–RPIM method for modeling large deformation problems in geotechnical engineering
In this paper, a meshfree method called adaptive CTM–RPIM is developed to model geotechnical problems with large deformation. The developed adaptive...
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Tuning of centrifugal pendulum vibration absorbers operating in a fluid
The subject of linear and nonlinear tuning of centrifugal pendulum vibration absorbers operating in a fluid is addressed. These absorbers are used to...
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Optimization of Axially Compressed Rods with Mixed Boundary Conditions
The optimization problem for a column with arbitrary clamped ends, loaded by compression forces is studied in this chapter. The closed-form solutions... -
Numerical study of general shape particles in a concentric annular duct having inner obstacle
We have examined the behavior of solid particles in an annulus. A circular, square and elliptic shaped particle is analysed separately and in pairs....
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Optimization of Compressed Rods with Sturm Boundary Conditions
The optimization problem for a column, loaded by compression forces is studied in this Chapter. The direction of the applied forces coincides until... -
Investigation of Resonance Frequency and Stability of Solutions in a Continuous Rotor System
PurposeThe primary objective of this work is to analyze the effect of different system parameters on the resonance frequency of the linear rotor...
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A three-dimensional whole-body model to predict human walking on level ground
Predictive simulation of human walking has great potential in clinical motion analysis and rehabilitation engineering assessment, but large...
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A unique and comprehensive approach to investigate the transverse free vibration of non-uniform and functionally graded Euler–Bernoulli beams
This study investigates the transverse free vibration of general type of non-uniform beams with general non-classical boundary conditions at both...
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Updated Lagrangian Curvilinear Beam Element for 2D Large Displacement Analysis
This paper presents a 2D curvilinear beam finite element model focusing the interest on its use for non-linear analysis caused by very large... -
A concise nodal-based derivation of the floating frame of reference formulation for displacement-based solid finite elements
The Floating Frame of Reference Formulation (FFRF) is one of the most widely used methods to analyze flexible multibody systems subjected to large...