A finite element model for calculating the stresses in bars with microstructure loaded by ultra-short laser pulses
Abstract
Abstract is not available.- Dipolar gradient elasticity
- Finite elements
- Generalized thermoelasticity
- Non-Fourier heat transfer
- Thermal stresses
- Uncoupled thermoelasticity
- Thermodynamics
- Mechanics
- Elastohydrodynamics
- Finite element method
- Fourier transforms
- Heat exchangers
- Heat transfer
- Laser pulses
- Pulsed laser applications
- Strain rate
- Thermal stress
- Thermoelasticity
- Wave propagation
- Elasticity
- Dipolar gradient elasticity
- Finite elements
- Generalized thermoelasticity
- Non-Fourier heat transfer
- Thermal stresses
- Uncoupled thermoelasticity
- Thermodynamics
- Mechanics
- Dipolar gradient elasticity
- Finite elements
- Generalized thermoelasticity
- Non-Fourier heat transfer
- Uncoupled thermoelasticity
- Elastohydrodynamics
- Finite element method
- Fourier transforms
- Heat exchangers
- Heat transfer
- Laser pulses
- Pulsed laser applications
- Strain rate
- Thermal stress
- Thermoelasticity
- Wave propagation
- Elasticity
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Last time updated on 03/06/2016
This paper was published in DSpace@NTUA (National Technical Univ. of Athens).
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