A_312_Normal_shock_tables - 896 Appendix A Table A2 1...

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Unformatted text preview: 896 Appendix A Table A2 1 Normal shack properties WWMMMW M E fl Z3 ‘32 E12.- M _:. '- pl 191 TE pal pl 2 0.1000 + 01 0.1000 +01 0.1000 4— 01 0.1000 +01 0.1000 4 01 0.1893 ~1- 01 0.1000 +01 0.1020 4 01 0.1047 + 0% 0.1033 + 01 0.1013 4» 01 03000 +— 01 0.1938 + 01 0.9805 +00 0.1040 + 01 0.1095 4- 0% 0.1067 "1— 01 0.1026 + 0| 0.9999 -1— 00 0.1984 ~1- 01 0.9620 4- 00 0.1060 + 01 0.1144 4:— 01 0.210% 4— 0% 0.1039 + 01 0.9998 4“ 00 0.2032 + 01 0.9444 «iw 00 0.1080 + 01 0.1194 + 01 0.?135 + 01 0.1052 + 01 0.9994 4 00 0.2082 ~1~ 0% 0.9277 + 00 0.1100 + 01 (H245 4— 01 0.1169 + 01 0.1065 + 01 0.9989 +00 0.2133 ~1~ 0? 0.9118 —§— 00 0.1120 + 01 0.1297 -§- 01 1 i203 ~1~ 01 0.1078 + 01 0.9982 + 00 0.2185 -§- 01 0.8966 *5“ 00 0.1140 + 01 0.1350 -i- 01 0.938 + 01 0.1090 + 0% 0.9973 + 00 0.2239 + 01 0.8820 + 00 0.1160 + 01 0.1403 + 01 ().§272 + 01 0.1103 + 01 0.9961 + 00 0.2294 + 01 0.8682 + 00 0.1180 + 01 0.1458 + 01 0.1307 + 01 0.1115 + 01 0.9946 + 00 0.2350 + 01 0.8549 + 00 0.1200 4 0| 0.1513 + 01 0.1342 + 01 0.1128 4 0% 0.9928 + 00 0.2408 + 01 0.8422 + 00 0.1220 + 01 0.1570 «1~ 01 0.1376 + 01 0.1141 + 05 0.9907 + 00 0.2466 + 01 0.8300 + 00 0.1240 —§- 01 0.1627 + 01 0.1411 + 01 0.1153 +01 ' 0.9884 4— 00 0.2526 1*- 01 0.8183 ~1- 00 0.1260 4;» 01 0.1686 + 01 0.1446 + 01 0.1 166 + 0% 0.9857 ~1~ 00 0.2588 —§— 01 0.8071 4» 00 0.1280 —1~ 01 0.1745 + 01 0.1481 ;+ 01 0.1178 ~1— 01 0.9827 4» 00 0.2650 + 01 0.7963 -1m 00 (H300 «1» 01 0.1805 +01 0.1516 w§~ 01 0.119% + 01 0.9794 4 00 0.2714 + 01 0.7860 + 00 0.1320 + 01 0.1866 + 01 0.1551 4— 01 0.1204 4 01 0.9758 + 00 0.2778 4 01 0.7760 + 00 0.1340 +01 0.1928 + 01 0.1585 «3» 01 0.1216 —1— 0| 0.9718 + 00 0.2844 4- 0% 0.7664 +00 0.1360 + 01 0.1991 + 01 0.1620 + 01 0.1229 ~1— 01 0.9676 + 00 0.2912 + 0% 0.7572 ~1- 00 0.1380 + 01 0.2055 + 01 0.1655 4.» 0% 0.1242 + 01 0.9630 4,“ 00 0.2980 + 0] 0.7483 + 00 0.1400 + 01 0.2120 + 01 0.1690 + 0% 0.1255 + 01 0.9582 + 00 0.3049 -1— 01 0.7397 ~1- 00 0.1420 + 01 0.2186 + 01 0.1724 Jr 0% 0.1268 + 01 0.9531 4 00 0.3120 + 01 0.7314 «1* 00 0.1440 + 01 0.2253 + 01 0.1759 4— 0% 0.1281 + 01 0.9476 + 00 0.3191 + 01 0.7235 4 00 0.1460 + 01 0.2320 J;- 01 0.1793 ~1~ 01 0.1294 + 01 0.9420 + 00 0.3264 + 01 0.7157 -1-— 00 0.1480 + 01 0.2389 + 01 0.1828 4- 01 0.1307 ~1~ 01 0.9360 + 00 0.3338 + 01 0.7083 00 0.1500 + 01 0.2458 wiw 01 0.1862 + 01 0.1320 “1— 01 0.9298 + 00 0.3413 + 01 0.70%] + 00 0.1520 + 0% 0.2529 4- 01 0.1896 + 01 0.1334 4- 01 0.9233 + 00 0.3489 + 01 0.6941 + 00 0.1540 + 0% 0.2600 + 01 0.1930 + 01 0.1347 4— 01 0.9166 4» 00 0.3567 4— 01 0.6874 + 00 0.1560 + 01 0.2673 + 0% 0.1964 + 01 0.1361 4- 0% 0.9097 + 00 0.3645 4— 01 0.6809 w1410 0.1580 + 01 0.2746 + 0% 0.1998 4.— 01 0.1374 4- 0% 0.9026 4 00 0.3.724 + 0% 0.6746 4 00 0.]600 + 0] 0.2320 -1- 0% 0.2032 + 01 0.1388 + 01 0.8952 + 00 0.3805 + 01 0.6684 4» 00 0.1620 + 01 0.2895 «i.» 02 0.2065 4 01 0.3402 4- 01 0.8877 + ()0 0.3887 4— 01 0.6625 -1— 00 0.1640 + 01 0.2971 4- 01 0.2099 -1~ 01 0.1416 + 01 0.8799 ‘1" 00 0.3969 ~1- 01 0.6568 + 00 0.1660 + 01 0.3048 + 01 0.2132 + 01 0.1430 + 01 0.8720 + 00 0.4053 + 01 0.6512 + 00 0.1680 + 01 0.3%26 4w 0% 0.2165 + 01 0.1444 ~1- 01 0.8639 + 00 0.4138 4" 01 0.6458 + 00 0.1700 + 0| 0.3205 -é— 01 0.2198 4“ 01 0.?458 + 01 0.8557 «1m 00 0.4224 + 01 0.6405 + 00 0.1720 + 01 0.3285 + 01 0.2230 + 01 0.1473 + 01 0.8474 4“ 00 0.431 1 4— 01 0.6355 + 00 {1,1740 + 01 0.3366 + 01 0.2263 + 01 0.1487 Aim ()1 0.8389 + 00 0.4399 + 01 0.6305 —§~ 00 0.1760 + 01 0.3447 + 0] 0.2295 + 01 0.1502 + 01 0.8302 + 00 0.4488 + 01 0.6257 + 00 0.1780 + 01 0.3530 + 0| 0.2327 + 01 0.1517 4- 0| 0.8215 + 00 0.4578 + 01 0.6210 + 00 0.1800 «1« 01 0.3613 + 01 0.2359 + 01 0.1532 + 01 0.8127 + 00 0.4670 véw 01 0.6165 4.— 00 0.1820 4- 01 0.3698 + 0| 0.2391 + 01 0.1547 + 01 0.8038 + 00 0.4762 -§- 0% 0.6121 + 00 0.1840 + 01 0.3783 + 01 0.2422 + 01 0.1562 + 01 0.7948 + 00 0.4855 4— 0] 0.6078 + 00 0.1860 + 01 0.3870 + 01 0.2454 —1~ 01 (1.1577 + 01 07857 «E 00 0.4950 4" 01 0.6036 + 00 0.1880 ~1~ 01 0.3957 + 01 0.2485 + 01 0.1592 rim 0! 0.7765 4.— 00 0.5045 4 01 0.5996 4— 00 0.1900 4- 0| 0.4045 + 01 0.2516 + 01 0.1608 —1— 01 0.7674 + 00 0.5142 + 01 0.5956 + 00 0.1920 + 01 0.4134 + 01 0.2546 + 01 0.1624 «1- 01 0.758% + 00 0.5239 + 01 0.5918 ~17 00 0.1940 4 01 0.4224 + 01 0.2577 4- 0% 0.1639 + 0% 0.7488 + 00 0.5338 + 01 0.5880 4- 00 0.1960 "iv 01 0.435 4 01 0.2607 4— 01 0.1655 + 01 0.7395 + 00 0.5438 + 01 0.5844 4- 00 0.1980 + 01 0.4407 —§— 01 0.2637 ‘1‘ 01 0.167% + 01 0.7302 + 00 0.5539 —1— 0% 0.5808 + 00 Table 13.2 1 Conlr'amed WWW—m M 0.2000 + 01 0.2050 ~1- 01 0.2100 + 01 0.250 + 01 0.2200 91“ 01 0.2250 4 01 0.2300 "1' 01 0.2350 4— 0| 0.2400 -1~ 01 0.2450 4 01 0.2500 4- 01 0.2550 + 01 0.2600 + 01 0.2650 + 0| 0.2700 + 01 0.2750 + 0| 0.2800 + 01 0.2850 ~1~ 01 0.2900 -1'~ 01 0.2950 + 01 0.3000 + 01 0.3050 -§« 0| 0.3100 + 01 0.3150 + 01 0.3200 + 01 0.3250 + 01 0.3300 ~1~ 01 0.3350 + 01 0.3400 + 01 0.3450 + 0| 0.3500 4- 01 0.3550 + 01 0.3600 + 01 0.3650 "1“ 01 0.3700 «1 01 0.3750 ~1~ 01 0.3800 4- 01 0.3850 4— 0| 0.3900 + 01 0.3950 Jr 01 0.4000 4 01 0.4050 -1_ 01 0.4100 4- 01 0.4150 »§~ 01 0.4200 9? 01 0.4250 4" 0| 0.4300 + 01 0.4350 4» 0| 0.4400 Afr 01 0.4450 + 01 13;" P: 0.4500 -i- 01 0.4736 -1~ 01 0.4978 4— 0| 05226 + 0| 0.5.480 + 01 0.5740 Jr 01 0.6005 4— 01 0.6276 —§— 01 0.6553 -§~ 01 0.6836 + 01 0.7125 + 01 0.7420 4* 01 0.7720 “iv 01 0.8026 4- 01 0.8338 4— 01 0.8656 -§- 01 0.8980 + 01 0.9310 + 0| 0.9645 + 0| 0.9986 + 0| 0.1033 +02 0.1069 + 02 0.1104 + 02 0.1141 -1— 02 0.1178 4-» 02 0.1216 + 02 0.1254 4r 02 01293 -1- ()2 0.1332 +02 0.1372 + 02 0.1412 + 02 0.1454 + 02 0.1495 + 02 0.1538 + 02 0.1580 + 02 0.1624 4» 02 0.1668 + 02 0.1713 + 02 0.1758 ~|~ 02 0.1804 ~|~ 02 0.1850 *1» 02 0.1897 + 02 0.1944 + 02 0.1993 ~1~ 02 0.2041 + 02 0.2091 4 02 0.2140 4- 02 0.2191 + 02 0.2242 "1} 02 0.2294 Jr 02 .01 101 0.2667 + 01 0.2740 ~1- 01 0.2812 + 01 0.2882 + 01 0.295% + 01 0.3019 + 0% 0.3085 + 0% 0.3149 + 01 0,32|2 + 01 0.3273 4- 01 0.3333 M§~ 0| 0.3392 -§— 0] 0.3449 + 01 0.3505 A? 0] (1.3559 "1' 0] 0.36|2 ~1w 0: 0.3664 + 01 0.3714 + 0% 0.3763 -1~ 0 0.381% 4- 0| 0.3857 + 0 0.3902 ~1~ 01 0.3947 “1* 0 0.3990 + 0% 0.4031 + 0 0.4072 + 0% 0.4112 —1- 01 0.4151 + 0 0.4188 “1 0 0.4225 + 0 0.4261 4 0 0.4296 4 0 0.4330 "1’ 01 0.4363 + 01 0.4395 + 01 0.4426 + 0 0.4457 “1* 0 0.4487 Jr 0 0.4516 -1~ 0% 0.4544 -|— 0 0.4571 -1- 01 0.4598 + 01 0.4624 ~1~ 01 1 1 0.4650 ~1~ 0 0.4675 + 0 0.4699 —1— 01 0.4723 + 01 0.4746 + 01 0.4768 1‘» 01 0.4790 4- 01 T2 Tl 0.1687 + 01 0.1729 + 01 0.1770 m1" 01 0.1813 -1- 01 0.1857 + 01 0.190% ~1~ 0% 0.?947 + 0; 0.1993 —1— 01 0.2040 4“ 01 0.2088 4 01 0.2137 + 01 0.2187 + 01 0.2238 + 01 0.2290 + 01 0.2343 + 01 0.2397 -1- 01 0.245] + 01 0.2507 + 01 0.2563 —E— 0% 0.2621 + 0% 0.2679 "1" 0i 0.2738 + 0; 0.2799 —E— 0% 0.2860 + 0% 0.2922 4» 0% 0.2985 Jr 01 0.3049 win 01 0.3114 + 01 0.3I80 -i— 01 0.3247 —1— 01 0.3315 -1- 01 0.3384 + 01 0.3454 + 01 0.3525 + 01 0.3596 + 0! 0.3669 0| 0 3743 4- 0 1 1 0.3893 ‘1“ 01 0.3969 W? 01 0.4047 ‘1“ 01 0.4125 ~éw 01 0.4205 -§— 01 0.4285 + 01 0.4367 + 01 0.4449 "1* 01 0.4532 01 0.4616 4- 01 0.4702 “:5 01 0.4788 4 01 Apgendix A 697 12; 5.2.2. M2 p9; P1 ‘ 0.7209 + 00 0.5640 + 0% 0.5774 "1" 00 0.6975 "1» 00 0.5900 + 0% 0.5691 + 00 {1.6742 + 110 (1.6165 4» 01 {1.5613 + 00 0.0511 ~1- 00 0.6438 + 01 0.5540 + 00 0.6281 '1' 00 (1.6716 -1- 01 0.547% + 00 0.6055 Jr 00 (3.7002 + 01 0.5406 + 00 0.5833 + 00 0.7294 + 01 0.5344 + 00 0.5615 -§- 00 0.7592 + 01 0.5280 + 00 0.5401 + 00 0.7897 + 01 0.5231 + 00 0.5193 + 00 0.4990 + 00 0.4793 ~|~ 00 0.4601 + 00 0.4416 + 00 0.4236 + 00 0.4062 + 00 0.3895 + 00 0.3733 + 00 0.3577 + 00 0.3428 + 00 0.3283 + 00 0.3145 ~|~ 00 0.3012 + 00 0.2885 + 00 0.2762 —+- 00 0.2645 + 00 0.2533 + 00 0.2425 + 00 0.2322 + 00 0.2224 + 00 0.229 + 00 0.2039 + 00 0.1953 -1- 00 0.1871 —§- 00 0.1792 -§- 00 0.1717 4 00 0.1645 *1 00 0.1576 + 00 11.15%(1+11(1 0.1448 "1“ 00 0.1388 + 00 0.1330 4» 00 0.1276 + 00 0.1223 + 00 0.1173 —§— 00 0.1126 4» 00 0.1080 Jr 00 0.1036 + 00 0.9948 — 01 0.9550 —« 01 0.8208 + 01 0.8526 «'2- 01 0.8850 + 01 0.9181“? 01 0.9519 ~§~ 01 0.9862 «1- 0% 0.1021 + 02 0.1057 ~1~ 02 0.1093 -1~ 02 0.1130 + 02 0.1168 «1 02 0.1206 + 02 0.1245 + 02 0.1285 + 02 0.1325 + 02 0.1366 +112 0.1407 + 0:1 0.1449 + 02 0.1492 + 02 (1:535 + 02 (1.5579 + 02 0.1624 + 02 0.1670 + 02 0.1716 + 02 0.1762 + 02 0.1830-1-02 0.1857 + 02 0.1906 4 02 0.1955 4 02 0.2005 + 02 0.2056 + 02 0.2107 + 02 0.2159 —1~ 02 0.221 1 + 02 0.2264 + 02 0.2318 + 02 0.2372 ~1- 02 0.2427 + 02 0.2483 4 02 0.2539 «1 02 0.2596 + 02 0.5179 + 00 0.5130 + 00 0.5083 + 00 0.5039 + 00 0.4996 —1~ 00 0.4956 A? 00 0.4918 “1 00 0.4882 + 00 0.4847 + 00 0.4814 + 00 0.4782 + 00 0.4752 + 00 0.4723 + 00 0.4695 + 00 0.4669 + 00 0.4643 4 00 0.4619 “‘1' 00 0.4596 ~1~ 00 0.4573 + 00 0.4552 -1— 00 0.4531 + 00 0.4512 + 00 0.4492 + 00 0.4474 + 00 0.4456 + 00 0.4439 + 00 0.4423 + 00 0.4407 + 00 0.4392 —1- 00 0.4377 -§- 00 0.4363 «.L 00 0.4350 4» 00 0.4336 + 00 0.4324 + 00 0.431% + 00 0.4299 4 00 0.4288 + 00 0.4277 + 00 0.4266 + 00 0.4255 + 00 0.4245 + 00 Crmn‘nuea‘ c H A P '1' E R 3 One-Dimensionai Flow 1.0 £72pr 10.0 0.9 9.0 2302/13“: 0.8 8.0 0.7 4 7.0 L); C? TZ/T] : {71/93 t and 3921191 5...- Ex.) LAJ 4;. M1 Figure 3.10 1 Properties behind a normai shock wave as a function of upstream Mach number. or «12.0; = e”(53"5|)/R p01 ...
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This note was uploaded on 08/24/2010 for the course AERSP 312 taught by Professor Mclaughlin during the Spring '10 term at Pennsylvania State University, University Park.

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A_312_Normal_shock_tables - 896 Appendix A Table A2 1...

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