2009
DOI: 10.1007/978-3-642-03307-0_3
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Atomic/Molecular-Level Simulations of Laser–Materials Interactions

Abstract: Summary. Molecular/atomic-level computer modeling of laser-materials interactions is playing an increasingly important role in the investigation of complex and highly nonequilibrium processes involved in short-pulse laser processing and surface modification. This chapter provides an overview of recent progress in the development of computational methods for simulation of laser interactions with organic materials and metals. The capabilities, advantages, and limitations of the molecular dynamics simulation tech… Show more

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Cited by 25 publications
(16 citation statements)
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References 192 publications
(331 reference statements)
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“…Before discussing the effect of the spatial confinement on the material response to the laser excitation, we would like to distinguish it from the thermal and stress confinement realized when the characteristic times of the redistribution of the absorbed laser energy by thermal conduction or stress waves are longer than the time of the temperature increase due to the laser energy deposition [113,120,121,152,167,238]. The condition for the thermal confinement, in particular, can be expressed as ) 2 /( } , max{ , Ref.…”
Section: Thermal Stress and Spatial Confinement In Laser-materials mentioning
confidence: 99%
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“…Before discussing the effect of the spatial confinement on the material response to the laser excitation, we would like to distinguish it from the thermal and stress confinement realized when the characteristic times of the redistribution of the absorbed laser energy by thermal conduction or stress waves are longer than the time of the temperature increase due to the laser energy deposition [113,120,121,152,167,238]. The condition for the thermal confinement, in particular, can be expressed as ) 2 /( } , max{ , Ref.…”
Section: Thermal Stress and Spatial Confinement In Laser-materials mentioning
confidence: 99%
“…In the absence of the overlayer, the expansion of the surface region results in the tensile stresses and, concurrently, a transient temperature drop that can be estimated by considering the expansion as an isentropic process, for which   [118,121] where cp is the specific heat capacity per unit volume and  is the volume coefficient of thermal expansion. At the same time, the equilibrium melting temperature is also affected by the negative stresses, with the variation of the melting temperature described by the Clapeyron…”
Section: Melting and Resolidification Under Spatial Confinementmentioning
confidence: 99%
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