Fubing Li, Qi You, Junmin Leng, Linhao Yang. Fast calculation of radiative heat transfer coefficient between diffuse and non-diffuse surfaces[J]. Infrared and Laser Engineering, 2024, 53(3): 20230611

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- Infrared and Laser Engineering
- Vol. 53, Issue 3, 20230611 (2024)

Fig. 1. Monte-Carlo method for calculating radiative heat transfer coefficient

Fig. 2. (a) The representation of reflected light by diffuse surface in Monte-Carlo method; (b) Fast method

Fig. 3. Fast calculation method for calculating the radiative heat transfer coefficient of non-diffuse surface element i

Fig. 4. (a) Illustration of 3D geometry model and its surface ID; (b) Illustration of random positions and direction vectors for emitted rays

Fig. 5. Fast calculation of radiative heat transfer coefficient for model with diffuse and specular surfaces

Fig. 6. (a) Comparison of computational time between Monte-Carlo method and Fast method when the inner surface reflectivity of the cube is ρ =0.4; (b) ρ =0.8

Fig. 7. L-shape unenclosed cavity model

Fig. 8. (a) Comparison of computational time between Monte-Carlo method and Fast method when the inner surface reflectivity of the L-shape cavity is ρ =0.4; (b) ρ =0.8

Fig. 9. Illustration of the average number of ray-tracing times
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Table 1. Radiative heat transfer coefficient for the inner surfaces of the cube (Monte-Carlo method)
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Table 2. Radiative heat transfer coefficient for the inner surfaces of the cube (Fast method)
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Table 3. MAE and integrality of radiative heat transfer coefficient for L-shape cavity model (Fast method)
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Table 4. Ratio of average-tracking-times for a single ray emitted from the non-diffuse surface calculated with Fast method compared to Monte-Carlo method
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Table 5. Ratio of consumed time for all the surfaces using Fast method compared with Monte-Carlo method
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Table 6. Theoretical and measured values of the computation time ratio between Fast method and Monte-Carlo method when ρ =0.8

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