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TABLE A-32 One-dimensional isentropic compressible-flow functions for an ideal APPENDIX 1 887 k+1 Ma* = Ma \/2+ (k — 1)Ma? gas with k= 1.4 A Ma Ma* AlA® PIP, plp, /T, - Ma ( i+ 1 ) (1 + 0 0 (%) 1.0000 1.0000 1.0000 P 0.1 0.1094 5.8218 0.9930 0.9950 0.9980 7. = 0.2 0.2182 2.9635 0.9725 0.9803 0.9921 0 0.3 0.3257 2.0351 0.9395 0.9564 0.9823 p 04 0.4313 1.5901 0.8956 0.9243 0.9690 —= 0.5 0.5345 1.3398 0.8430 0.8852 0.9524 Po 0.6 0.6348 1.1882 0.7840 0.8405 0.9328 T 1 0.7 0.7318 1.0944 0.7209 0.7916 0.9107 Fo - + 0.8 0.8251 1.0382 0.6560 0.7400 0.8865 09 0.9146 1.0089 0.5913 0.6870 0.8606 1.0 1.0000 1.0000 0.5283 0.6339 0.8333 1.2 1.1583 1.0304 04124 0.5311 0.7764 14 1.2999 1.1149 0.3142 0.4374 0.7184 1.6 1.4254 1.2502 0.2353 0.3557 0.6614 1.8 1.5360 1.4390 0.1740 0.2868 0.6068 2.0 1.6330 1.6875 0.1278 0.2300 0.5556 2.2 1.7179 2.0050 0.0935 0.1841 0.5081 24 1.7922 24031 0.0684 0.1472 0.4647 2.6 1.8571 2.8960 0.0501 0.1179 0.4252 2.8 1.9140 3.5001 0.0368 0.0946 0.3894 3.0 1.9640 4.2346 0.0272 0.0760 0.3571 5.0 2.2361 25.000 0.0019 0.0113 0.1667 00 2.2495 00 0 0 0 3.0 ] AIA" 2.5 a - £ 20 E B Ma™ . B g 197 2 ] § i Q* - g 1.0 — O b ~~~~ i Ry T/T, 0.5 Tom ] TTNeal T plp ] PIPy "=~ Il 0 1 1 1 1 I 1 1 1 I 1 1 1 I 1 1 I 1 1 1 I 1 - I- - I- —~ I- — 0 0.5 1.0 1.5 2.0 2.5 3.0 0.5(k + DItk — 1) k— 1Ma2)] —ki(k = 1) ~Uk-1)