we set the damage
temperature of the substrate surface to 100 ◦C. The assumptions and
strategies in the model included by:
(a) Based on the volume fraction, the fiber distribution is considered to be uniform, and the gap between the fiber and the resin matrix is ignored;
(b) The absorption rate of the laser on the model surface is constant and does not change with time;
(c) The heat released or absorbed from the paint decomposition and oxidation are ignored.
T(x, y,z, 0) = Tf
All faces of 3D workpiece model, except the top surfaces, are assigned to be the adiabatic boundary condition.
∂T
∂n |left,right, front, back, bottom = 0
The heat loss on the upper surface of the workpiece is caused by
convection and radiation.
k
∂T
∂n
⃒
⃒top = h(T − Tf) + εσ(T4 − T4f)
h, ε, σ and Tf are heat transfer coefficient (10 W/(m2∙K)), the emissivity of the paint, Stefan-Boltzmann constant (5.67 × 10-8 W/m2∙K4),and surrounding temperature (20 ◦C), respectively.
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