Laser pulse beating of metallic surfaces finds wide application in industry
because of the precision of operation and localized heating of the substra
te material. The thermal stresses are developed because of the high tempera
ture gradient generated in the region irradiated by a Laser beam. The level
of stresses developed becomes important during the laser surface treatment
and annealing process. In this study, the laser nanosecond pulse heating o
f a metallic substrate is considered. Energy transport and thermal stress e
quations are solved numerically for step input intensity pulses. Because th
e heating process is axisymmetric, the cylindrical coordinate system is emp
loyed. The temperature and stress fields inside the substrate material are
computed. It is found that in the early heating period, the temperature ris
es rapidly in the surface vicinity of the substrate material. As the heatin
g progresses, diffusional energy transport becomes important, in which case
the rise of temperature in the surface vicinity attains almost a steady va
lue. The axial stress component is tensile, the radial stress component is
compressive, while the tangential stress component is compressive in the re
gion close to the symmetry axis and it becomes tensile as the distance from
the symmetry axis increases.