Abstract
This study presents an optimization methodology to obtain the uniform
thermal conditions over the 3-D design body (DB) in 3-D radiant furnaces. For
uniform thermal conditions on the DB surfaces, optimal temperature of the heater
and the best location of the DB inside the furnace are obtained by minimizing an
objective function. The radiative heat transfer problem is solved on the basis of the Monte Carlo method (MCM) to calculate the heat fluxes on the DB surfaces. The genetic algorithm (GA) is used to minimize the objective function defined based on the calculated and desired heat fluxes. The results indicate that thermal
conditions on the DB surfaces are greatly influenced by the location of the DB and
heater temperature. It is concluded that the introduced method is well capable to
achieve the uniform thermal conditions on the DB surfaces by finding the optimal
values for temperature of the heater and the best location for the DB inside the
radiant furnace.
thermal conditions over the 3-D design body (DB) in 3-D radiant furnaces. For
uniform thermal conditions on the DB surfaces, optimal temperature of the heater
and the best location of the DB inside the furnace are obtained by minimizing an
objective function. The radiative heat transfer problem is solved on the basis of the Monte Carlo method (MCM) to calculate the heat fluxes on the DB surfaces. The genetic algorithm (GA) is used to minimize the objective function defined based on the calculated and desired heat fluxes. The results indicate that thermal
conditions on the DB surfaces are greatly influenced by the location of the DB and
heater temperature. It is concluded that the introduced method is well capable to
achieve the uniform thermal conditions on the DB surfaces by finding the optimal
values for temperature of the heater and the best location for the DB inside the
radiant furnace.
Original language | English |
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Pages (from-to) | 1-9 |
Number of pages | 9 |
Journal | ADMT Journal |
Volume | 8 |
Issue number | 3 |
Publication status | Published (in print/issue) - 1 Sept 2015 |
Keywords
- Genetic algorithm
- Inverse Boundary Design Problems
- Monte Carlo Method
- Radiation Heat Transfer