Справочник по специальным функциям - Абрамович М.
Скачать (прямая ссылка):
0.42880 0.31103 0.18303 +0.04890 -0.08688
-0.21962 -0.34454 -0.45694 -0.55237 -0.62680
-0.67684 -0.69989 -0.69432 -0.65962 -0.59652
-0.50704 -0.39454 -0.26363 -0.12008 +0.02936
0.17727 0.31588 0.43747 0.53481 0.60167
0.63325 0.62663 0.58111 0.49849 0.38313
0.24189 +0.08387 -0.08010 -0.23812 -0.37804
-0.48847 -0.55975 -0.58492 -0.56059 -0.48753
-0.37095
["Я ['
Wt-2.0,-1) 0.60027 0.67730 0.74078 0.78939 0.82206
0.83798 0.83665 0.81785 0.78173 0.72875
0.65975 0.57594 0.47890 0.37059 0.25333
0.12978 +0.00294 -0.12397 -0.24749 -0.36405
-0.47006 -0.56198 -0.63649 -0.69061 -0.72184
-0.72830 -0.70889 -0.66340 -0.59265 -0.49853
-0.38404 -0.25332 -0.11153 +0.03530 0.18042
0.31672 0.43701 0.53447 0.60305 0.63793
0.63597 0.59605 0.51937 0.40960 0.27290
+0.11769 -0.04573 -0.20576 -0.35036 -0.46788
-0.54818
^5]
Значения W(a, х) при целых значениях а взяты из книги [19.12]. Wtf. ± *)
W (2.0,')
(C(3.0,i)
Таблица 19.2. WSfl, ± х) ИЧ4.0,*) IV(5.0./) Wl 2.0,-х)
»"14.0,-zi W(i.O.-x\
0.0 0.1 0.2 0.3 0.4
0.5 0.6 0.7 0.8 0.9
1.0 1.1 1.2
1.3
1.4
1.5
1.6
1.7
1.8 1.9
2.0 2.1 2.2
2.3
2.4
2.5
2.6
2.7
2.8 2.9
3.0
3.1
3.2 3.3.
3.4
3.5
3.6
3.7
3.8
3.9
4.0
4.1
4.2
4.3
4.4
4.5
4.6
4.7
4.8
4.9
5.0 (-2)-1.9179 (-3)-3.8449
4)1.1577 < 0)-9.6664 ( 1)6.6590 ( 2)5.9987 ( 3)2.8528
Об интерполировании см. 19.28. 524
19. ФУНКЦИИ ПАРАБОЛИЧЕСКОГО ЦИЛИНДРА
Таблица 19.2. W(a, і*) №(-1.0,1) №(-0.9,1) №(-0.8,i) №(-0.7,i) №(-0.6,1) №(-0.5,1) №(-0.4, г)
0.0 0.1 0.2 0.3 0.4
0.5 0.6 0.7 0.8 0.9
1.0 1.1 1.2
1.3
1.4
1.5
1.6
1.7
1.8 1.9
2.0 2.1 2.2
2.3
2.4
2.5
г. 6
2.7
2.8 2.9
3.0
3.1
3.2
3.3
3.4
3.5
3.6
3.7
3.8
3.9
4.0
4.1
4.2
4.3
4.4
4.5
4.6
4.7
4.8
4.9
0.73148 0.65958 0.58103 0.49671 0.40726
0.31359 0.21659 0.11723 +0.01657 -0.08429
-0.18412 -0.28164 -0.37549 -0.46422 -0.54635
-0.62034 -0.68464 -0.73771 -0.77808 -0.80439
-0.81541 -0.81014 -0.78787 -0.74822 -0.69124
-0.61743
-0.52785 -0.42412 -0.30847 -0.18374
-0.05335 +0.07873 0.20811 0.33006 0.43974
0.5Э233 0.60334 0.64885 0.66575 0.65207
0.60721 0.53214 0.42952 0.30382 0.16115
+ 0.00918 -0.14329 -0.28674 -0.41153 -0.50861
-0.57025
m
0.75416 0.68457 0.60881 0.52750 0.44133
0.35102 0.25734 0.16111 +0.06324 -0.03529
-0.13342 -0.23002 -O.33384 -0.41357 -0.49783
-0.57517 -0.64*09 -0.70310 -0.75070 -0.78547
-0.80610 -0.81144 -0.80054 -0.77279 -0.72790
-0.66601 -0.58777 -0.49436 -0.38753 -0.26968
-0.14378
-0.01339 +0.11741 0.24412 0.36198
0.46613 0.55184 0.61476 0.65118 0.65834
0.63466 0.58002 0.49593 0.38565 0.25422
+0.10831 -0.04397 -0.19348 -0.33057 -0.44572
-0.53023 ['t'4]
0.77982 0.71267 0.63980 0.56175 0.47908
0.39240 0.30233 0.20958 0.11490 +0.01912
-0.07684 -0.17198 -0.26523 -0.35538 -0.44119
-0.52130 -0.59431 -0.65875 -0.71317 -0.75611
-0.78618 -0.80212 -0.80282 -0.78741 -0.75531
-0.70633 -0.64071 -0.55918 -0.46303 -0.35416
-0.23506 -0.10884 +0.02083 0.14977 0.27340''
0.38695 0.48557 0.56460 0.61986 0.64786
0.64616 0.61356 0.55042 0.45874 0.34234
0.20677 + 0.05918 -0.09193 -0.23720 -0.36694
-0.47182
[("53)4]
0.80879 0.74421 0.67441 0.59981 0.52089
0.43811 0.35200 0.26311 0.17206 +0.07954
-0.01369 -0.10679 -0.19380 -0.28870 -0.37536
-0.45753 -0.53393 -0,60317 -0.66382 -0.71446
-0.75365 -0.78003 -0.79238 -0.78960 -0.77089
-0.73570 -0.68391 -0.61582 -0.53224 -0.43455
-0.32474
-0.20540 -0.07973 +0.04850 0.17504
0.29527 0.40440 0.49761 0.57035 0.61858
0.63904 0.62958 0.58939 0.51923 0.42158
0.30072 0.16266 +0.01497 -0.13360 -0.27352
-0.39516
0.84130 0.77940 0.71281 0.64187 0.56693
0.48837 0.40658 0.32198 0.23506 0.14637
+ 0.05650 0.03384 -0.12386 -0.21269 -0.29933
-0.38270 -0.46162 -0.53480 -0.60091 -0.65854
-0.70628 -0.74273 -0.76654 -0.77645 -0.77153
-0.75086 -0.71398 -0.66079 -0.59164 -0.50739
-0.40948 -0.29995 -0.18146 -0.05729 +0.06875
0.19236 0.30891 0.41360 0.50168 0.56868
0.61072 0.62476 0.60892 0.56270 0.48725
0.38544 0.26194 +0.12315 -0.02310 -0.16782
-0.30146
0.Є7718 0.81803 0.75477 0.68766 0.61696
0.54293 0.46584 0.38601 0.30379 0.21956
0.13380 + 0.0(4704 -0.04009 -0.12687 -0.21246
-0.29594 -0.37627 -0.45231 -0.52280 -0.58645
-0.64186
-0.68765 -0.72243 -0.74486 -0.75373
-0.74799 -0.72686 -0.68984 -0.63684 -0.56821
-0.48485 -0.38820 -0.28034 -0.16395 -0.04232
+0.08071 0.20083 0.31342 0.41373 0.49706
0.55906 0.59598 0,60496 0.58437 0.53398
0.45522 0.35129 0,22716 +0.08947 -0.05374
-0.19341
m
0.91553 0.85912 0.79925 0.73610 0.66984
0.60064 0.52866 0.45409 0.37715 0.29811
0.21727 0.13503 +0.05185 -0.031/2 -0.11502
-0.19728 -0.27764 -0.35510 -0.42857 -0.49684
-0.55864 -0.61261 -0.65738 -0.69156 -0.71385
