Powder injection molding (PIM) is an important net-shape manufacturing proc
ess. Thermal debinding is a common methodology for the final removal of res
idual polymer from a PIM compact prior to sintering. This process is an int
ricate combination of evaporation, liquid and gas migration, pyrolysis of p
olymer, and heat transfer in porous media. A better understanding of therma
l debinding could lead to optimization of the process to prevent the format
ion of defects. Simulation of the process based on an integrated mathematic
al model for mass and heat transfer in porous media is proposed. The mechan
isms of mass transport, i.e., liquid flow, gas flow, vapor diffusion, and c
onvection, as well as the phase transitions of polymer, and their interacti
ons, are included in the model. The macroscopic partial differential equati
ons are formulated by volume averaging of the microscopic conservation laws
. The basic equations consist of mass conservation and energy conservation
and are solved numerically. Polymer residue, pressure, and temperature dist
ributions are predicted. The importance of the various mass transfer mechan
isms is evaluated. The effects of key mass transfer parameters on thermal d
ebinding are discussed. It is revealed from the results that the assumed bi
nder front, which is supposed to recede into the powder compact as removal
progresses, does not exist. The mass flux of polymer liquid is of the same
order of the mass flux of polymer vapor in the gas phase, and the polymer v
apor diffusion in the liquid phase is negligible.