Open Brilight opened 10 months ago
Hi there, thanks for your contribution!
I am curious that can your tool simulate scenarios without a heatsink, i mean only convective boundary conditions with air: k\nabla T = h(T - T_{amb}), where h is the heat transfer coefficient? Thanks!
Hello, I would like to inquire if you have solved this problem?
Simulating Designs Without Heat Sinks, Heat Spreaders and TIM
However, it is pretty easy to run a simulation in which they are effectively nonexistent and the top surface is effectively adiabatic by changing some thermal properties in the configuration file. In particular, you want to:
c_convec
very small so that there is effectively no convection capacitance.r_convec
very large so that there is effectively an infinite convection resistance.t_sink
, t_spreader
, and (for non-3D simulations), t_interface
very small so that the heat sink, heat spreader, and TIM all have a negligible thickness.k_sink
, k_spreader
, and (for non-3D simulations), k_interface
very small so that the heat sink, heat spreader, and TIM all have negligible thermal conductivity.p_sink
, p_spreader
, and (for non-3D simulations), p_interface
very small so that the heat sink, heat spreader, and TIM all have a negligible volumetric heat capacity (and thus a negligible thermal capacitance).By changing these parameters, we can make the heat sink, heat spreader, and TIM negligible. A convenient technique to set -k_sink
, -k_spreader
, -k_interface
, -p_sink
, -p_spreader
, and -p_interface
is to define a material in the materials file named none
with very small thermal conductivity and volumetric heat capacity. Then, you can simply set -material_sink
, -material_spreader
, and -material_interface
to the none
material.
Hi there, thanks for your contribution!
I am curious that can your tool simulate scenarios without a heatsink, i mean only convective boundary conditions with air: k\nabla T = h(T - T_{amb}), where h is the heat transfer coefficient? Thanks!