Research Article
Simplified Mixing Rules for Calculating Transport Coefficients of High-Temperature Air
Table 1
Summary of collision integrals and transport coefficients proposed by different authors.
| | Reference | Data type | Temperature and pressure range |
| Collision integrals | Yun and Mason [13] | Data table | 1000 K-15,000 K | Gupta et al. [15] | Fitting expression | 1000 K-30,000 K | Capitelli et al. [17] | Fitting expression | 50 K-100,000 K | Wright et al. [20] | Fitting expression | 300 K-15,000 K |
| Transport coefficients | Hansen [31] | Data table | 500 K-15,000 K, 10-4 atm-100 atm | Yos [14] | Data table | 1000 K-30,000 K, 1 atm-30 atm | Srinivasan [32] | Fitting expression | 500 K-16,500 K, 10-5 atm-10 atm | Gupta et al. [15] | Fitting expression (single species) | 1000 K-30,000 K | Murphy [16] | Data graph | 100 K-30,000 K 1 atm | Capitelli et al. [18] | Fitting expression | 50 K-100,000 K, 0.01 atm-100 atm |
| The mixing rulesa | Buddenberg and Wilke [21], Yos [14], Armaly and Sutton [27], Copeland [24] |
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aThe mixing rules of calculating transport coefficients require information about the transport coefficients of a single species.
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