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Maple Bluff No 3
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Pg 40
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v-- ------ k - <br />V <br />TABLE V <br />CURVE FORMULAE FOR SIMPLE CURVES <br />COMPILED BY J. CALVINLOC&E, C.E. <br />(1) c = 2Ra (2) c =-/a'+b' <br />(3) c = V R (R ---,\/(R + b) (R — b) <br />(4) . c = 2%/m (2R—m) <br />(5) c = 2R sin M I (6) c = Zr cos Y2 I <br />(7) e = R exsee Y2 I <br />(8) e= R tan Y2I tan Y I (9) a= T tan Y& I <br />C' 0' �—R <br />(il) b = � �c + 2R) (c — 2R <br />(12) b=Rda1 (13) b=acot Y2I <br />( <br />_ a'+b' _ c' d' _ 02+4m' 19) R 2a 2a (15) R = 2m 8m <br />(16) d = R 6R—„,/'(2R+c) (211 — e)='✓R(2R — 4R' — c') <br />(17) d = 2Rm (18) d = 2R sin Y4 I(19) m — 2 <br />(20) m = RT (R +2 ! (R 2 — R:F� R!. —4 <br />(21) m= R vers i s I (22) m= R sin ,4 I tan % I (23) m=% c tau yjI <br />(24) a= 2R (25) a = R — (R, + b) (R — b) = R —,/R' — b' <br />(26) a= 2 R (sin' N I), (27) a= R vera I (28) a= R sin I tan A <br />(29) a= b tan y I (36) a— T sin I (31) T= R tan A I <br />(32) I� X 57.295780 (33) R= I x67.295780 <br />(34).L = IRX0.01745329 '(35) L= 8d 3 e <br />(36) Area Seg. <br />LR — R' Sin I LR — Rb <br />W — <br />2 2 <br />TABLE VI <br />SINES, COSINES, TANGENTS, COTANGENTS <br />w sin tan sin tan sin tan sin tan sin tan sin tan <br />u 0' 0' 10' MY 20” 20' 30' 30' 40' 40' . 50' W <br />y <br />00000 0000 0029 0029 0058 0058 0087 0087 0116 0116 0145 015 <br />1 175 0175 0204 0204 0233 0233 0262 262 291 291 320 31' <br />2 349 349 378 378 407 407 436 437 405 466 494 41 <br />3 523 524 552 553 581 582 610 6L2 640 641 669 6. <br />4 698 699 727 729 756 758 785 787 814 816 843. 81 <br />5 872 875 .901 904 929 934 958 963 987 9921016 10: <br />61104,5 1051 1074 1080 1103 11101132 1139 1161 1169 190 11 <br />7 219 228 248 257 279 287 305 317 334 346 363 3: <br />8 392 405 421 435 449 465 478 495 507 5241 5361 5: <br />11 908 9 <br />12 2079 21 <br />13 250 3 <br />14 419 4 <br />35 588 6 <br />16 756 6 <br />77 .924 3C <br />183090 2 <br />19 256 4 <br />20 420 E <br />21 584 E <br />22 746 4C <br />23 907 i <br />244067 4 <br />25 226 ( <br />26 384 E <br />27 540 5( <br />28 695 ' <br />29 848 t <br />6009 <br />249 <br />,60, 60' <br />COs Cot <br />2156 2136 18621 <br />339 306 370 3 <br />524 476 555 5 <br />711 644 742 6 <br />899 812 931 8 <br />3059 939 312130 <br />2813145 314 1 <br />476 311 508 3 <br />673 475 706 5 <br />872 638 906 6 <br />4074 900 4108 8 <br />279 961 314 9 <br />5132 5925169 61 <br />354 746 392 77 <br />581 899 619 92 <br />5Al2 5050 851 507 <br />84 <br />83 <br />82 <br />81 <br />853 851 883 880 .91479 <br />2035 2022 2065 2051 2095 78 <br />217 193 247 221 27877 <br />401 363 432 391 46276 <br />586 532 617 560 64875 <br />773 700 805 728 83674 <br />962 868 994 896 802673 <br />3153 3035 3185 3062 21772 <br />346 201 378 228 41171 <br />541 365 574 393 607 70 <br />939 692 973 719 40M 68 <br />442 854 4176 881 21067 <br />3494014 3834041 41766 <br />557 173 592 200 62865 <br />770 331 806 358 84164 <br />986 488 5022 514 505963 <br />;206 643 243 669 28062 <br />430 797 467 823 50561 <br />6581 9.501. 6961 975 73560 <br />890 6100 9305125 06969 <br />6048.200 6088 225 6128 250 6168 275 620858 <br />289 348 3305373 371 398 412 422 45357 <br />536 495 577 519 619 544 661 568 70356 <br />787 640 830 664 873 68S 916 712 - 95955 <br />7046 783 7089 807 7133 831 7177 854' 7221 54 <br />310 925 355 948 400 972 445 995 49053 <br />5816065 627 6088 6736111 7206134 76652 <br />860 202 907 225 954 248 8002 271 805051 <br />8146 338 8195 361 8243 .383 292 406 34250 <br />441 472 491 494 541 517 591 539 64249 <br />744 604 796 626 847 648 899 670 95249 <br />9057 734 9110 756 9163 777 9217 799 027247 <br />380 862 435 884 490 905 545 926 601 46 <br />713 988 770 7009 9277030 8847050 94245 <br />1.0058 7112 1.0117 133 1.0176 153 1.0235 173 1.0295 44 <br />60' 40' '40' 30' 34' 20' 28 1.0' 10' <br />cot cos cot cos cot lCos cot cos cot b <br />
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