книги из ГПНТБ / Ананьев И.В. Табулированные значения комбинаций круговых и гиперболических функций
.pdf
|
|
|
|
Продолжение |
а |
5(a) |
7(a) |
U (а) |
Via) |
11,80 |
3,33134-104 |
3,33127-104 |
3,33127-104 |
3,33134-104 |
11,81 |
3,36482-104 |
3,36475-104 |
3,36475-104 |
3,36482-104 |
11,82 |
3,39864-104 |
3,39857-104 |
3,39856-10» |
3,39863-104 |
11,S3 |
3,43279-104 |
3,43272-104 |
3,43272-10» |
3,43297-104 |
11,84 |
3,46729-101 |
3,46722-104 |
3,46722 -10» |
3,46729-104 |
11,85 |
3,50214-104 |
3,50207-104 |
3,50207-104 |
3,50214-104 |
11,86 |
3,53734-Юі |
3,53727-104 |
3,53726- ІО-» |
3 ,53733-101 |
11,87 |
3,57289-104 |
3,57282-104 |
3,57281-10» |
3,57288-104 |
11,88 |
3,60880-104 |
3,60873-10» |
3,60872-10-1 |
3,60879-104 |
11,89 |
3,64507-104 |
3,64500-104 |
3,64499-104 |
3,64506-104 |
11,90 |
3,68170-101 |
3,68163-104 |
3,68162-104 |
3,68169-104 |
11,91 |
3,71870-104 |
3,71863-104 |
3,71862-10» |
3,71869-104 |
11,92 |
3,75607-104 |
3,75600-104 |
3,75600-104 |
3,75607-104 |
11,93 |
3,79382-104 |
3,79375-104 |
3,79374-104 |
3,79381-104 |
11,94 |
3,83195-104 |
3,83188-104 |
3,83187-104 |
3,83194-104 |
11,95 |
3,87046-104 |
3,87039-104 |
3,87038-10» |
3,87045-104 |
11,96 |
3,90936-104 |
3,90929-104 |
3,90928-104 |
3,90935-104 |
11,97 |
3,94865-104 |
3,94858-104 |
3,94857-104 |
3,94864-104 |
11,98 |
3,98834-104 |
3,98827-10-4 |
3,98825-10-»' |
3,98832-104 |
11,99 |
4,02842-104 |
4,02835-10-1 |
4,02834-10» |
4,02841-104 |
12,00 |
4,06891-104 |
4,06884-104 |
4,06882-104 |
4,06889-104 |
12,01 |
4,10980-104 |
4,10973-104 |
4,10972-104 |
4,10978-104 |
12,02 |
4,15110-104 |
4,15104-104 |
4,15102-104 |
4,15109-104 |
12,03 |
4,19282-104 |
4,19275-104 |
4,19274-104 |
4,19281-104 |
12,04 |
4,23496-104 |
4,23489-104 |
4,23488-104 |
4,23494-104 |
12,05 |
4,27752-104 |
4,27746-104 |
4,27744-104 |
4,27750-104 |
12,06 |
4,32051-104 |
4,32045-104 |
4,32043-104 |
4,32049-104 |
12,07 |
4,36394-10-4 |
4,36387-104 |
4,36385-104 |
4,36391-104 |
12,08 |
4,40779-104 |
4,40773-104 |
4,40770-104 |
4,40777-104 |
12,09 |
4,45209-104 |
4,45202-104 |
4,45200-104 |
4,45207-104 |
3 * |
67 |
|
|
|
|
Продолжение |
а |
5(а) |
Т(а) |
U( а) |
Ѵ(а) |
12,10 |
4,49681-101 |
4,49677-104 |
4,49675-104 |
4,49681-104 |
12,11 |
4,54203-Юі |
4,54196-104 |
4,54194-104 |
4,54204 -104 |
12,12 |
4.5S768-10‘1 |
4,58761-104 |
4,58759-104 |
4,58765-10! |
12,13 |
4,63378-104 |
4,63372-1Н |
4,63369-104 |
4,63376-104 |
12,14 |
4.6S035-104 |
4,68029-104 |
4,68026-104 |
4,68033-104 |
12,15 |
4,72739-104 |
4,72733-101 |
4,72730-101 |
4,79737-101 |
12,16 |
4,77490-101 |
4,77481-104 |
4,77481-104 |
4,77488-101 |
12,17 |
4,82289-104 |
4,82283- 10-t |
4,82280401 |
4,82287-101 |
12,18 |
4,87136-101 |
4,87130-104 |
4,87127-101 |
4,87134-101 |
12,19 |
4,92032-101 |
4,92026-101 |
4,92023-104 |
4,92029-101 |
12,20 |
4,96977-101 |
4,96971■101 |
4,96968-104 |
4,96974-101 |
12,21 |
5,01972-104 |
5,01965-104 |
5,01962-104 |
5,01969-101 |
12,22 |
5,07017-101 |
5,07010-101 |
5,07007-10-4 |
5,07014-101 |
12,23 |
5,12112-104 |
5,12106-104 |
5,12103-104 |
5,12109-104 |
12,24 |
5,17259-101 |
5,17253-104 |
5,17249-101 |
5,17256-101 _ |
12,25 |
5,22457-101 |
5,22451-104 |
5,22 448-10! |
5,22454-101 |
12,26 |
5,27708-101 |
5,27702-101 |
5,27699-104 |
5,27705-104 |
12,27 |
5,33012-104 |
5,33006-104 |
5,33002-104 |
5,33008■101 |
12,28 |
5,38369-101 |
5,38362-104 |
5,38359-101 |
5,38365-101 |
12,29 |
5,43779-104 |
5,43773-104 |
5,43770-101 |
5,43776-101 |
12,30 |
5,49244-101 |
5,49238-10-4 |
5,49235-104 |
5,49241-Юі |
12,31 |
5,54761-104 |
5,54758-104 |
5,54755-104 |
5,54761-101 |
12,32 |
• 5,60340-10! |
5,60334-104 |
5,69330-104 |
5,60336-101 |
12,33 |
5,65971-104 |
5,65965-104 |
5,65961-104 |
5,65967-101 |
12,34 |
5,71659-lOt |
5,71653-104 |
5,71650-104 |
5,71655-104 |
12,35 |
5,77404-104 |
5,77399-104 |
5,77395-104 |
5,77401-104 |
12,36 |
5,83207-101 |
5,83202-Юі |
5,83198-104 |
5,83204-Юі |
12,37 |
5,89069-104 |
5,89063-104 |
5,89059-104 |
5,89065-104 |
12,38 |
5,94989-104 |
5,94983-104 |
5,94979-104 |
5,94985-104 |
12,39 |
6,00969-104 |
6,00963-104 |
6,00959-101 |
6,00965-104 |
68
|
|
|
|
Продолжение |
а |
S(a) |
Т(а) |
Ща) |
Ѵ(а) |
12,40 |
6,07008-104 |
6,07003-104 |
6,06999-104 |
6,07004-104 |
12,41 |
6,13109-104 |
6,13103-104 |
6,13099-104 |
6,13105-104 |
12,42 |
6,19271-104 |
6,19265-104 |
6,19261-104 |
6,19267-104 |
12,43 |
6,25495-104 |
6,25489-104 |
6,25485-104 |
6,25490-104 |
12,44 |
6,31781-104 |
6,31775-104 |
6,31771-104 |
6,31776-104 |
12,45 |
6,38130-104 |
6,38125•104 |
6,38120-104 |
6,38126-104 |
12,46 |
6,44544-104 |
6,44538-104 |
6,44534-104 |
6,44539-104 |
12,47 |
6,51021-104 |
6,51016-104 |
6,51011-104 |
6,51017-104 |
12,48 |
6,57564-104 |
6,57559-104 |
6,57554-104 |
6,57560-104 |
12,49 |
6,64173-104 |
6,64167-104 |
6,64163-104 |
6,64168-104 |
12,50 |
6,70848-104 |
6,70842-104 |
6,70838-104 |
6,70843-104 |
12,51 |
6,77590-104 |
6,77585-104 |
6,77580-104 |
6,77585-104 |
12,52 |
6,84400-104 |
6,84394-104 |
6,84390-104 |
6,84395-104 |
12,53 |
6,91278-104 |
6,91273-104 |
6,91268-104 |
6,91273-104 |
12,54 |
6,98225-104 |
6,98220-104 |
6,98215-104 |
6,98220-104 |
12,55 |
7,05243-104 |
7,05237-104 |
7,05233-104 |
7,05238-104 |
12,56 |
7,12330-104 |
7,12325-104 |
7,12320-104 |
7,12325-104 |
12,57 |
7,19489-104 |
7,19484-104 |
7,19479-104 |
7,19484-104 |
12,58 |
7,26720-104 |
7,26715-104 |
7,26710-104 |
7,26715-104 |
12,59 |
7,34024-104 |
7,34019-104 |
7,34014-104 |
7,34019-104 |
12,60 |
7,41401-104 |
7,41396-10-4 |
7,41391-104 |
7,41396-104 |
12,61 |
7,48852-104 |
7,48847-104 |
7,48842-104 |
7,48847-104 |
12,62 |
7,56378-104 |
7,56373-104 |
7,56368-104 |
7,56373-104 |
12,63 |
7,63980-104 |
7,63975-104 |
7,63970-104 |
7,63974-104 |
12,64 |
7,71658-104 |
7,71653-104 |
7,71648-104 |
7,71652-104 |
12,65 |
7,79413-104 |
7,79409-104 |
7,79403-104 |
7,79408-104 |
12,66 |
7,87246-104 |
7,87242-104 |
7,87236-104 |
7,87241-104 |
12,67 |
7,95158-104 |
7,95154-104 |
7,95148-104 |
7,95153-104 |
12,68 |
8,03150-104 |
8,03145-104 |
8,03140-104 |
8,03144-104 |
12,69 |
8,11221-104 |
8,11217-104 |
8,11211-104 |
8,11216-104 |
69
а |
5(a) |
12,70 |
8,19374-10-1 |
12,71 |
8,27609- Ю'і |
12,72 |
8,35927- Ю'і |
12,73 |
8,44328-101 |
12,74 |
8,52813- Ю'і |
12,75 |
8,61384.10-1 |
12,76 |
8,70041-10-1 |
12,77 |
8,87785-104 |
12,78 |
8,87617-10-1 |
12,79 |
8,96538-104 |
12,80 |
9,05548-104 |
12,81 |
9,14649-Юі |
12,82 |
9,23841-104 |
12,83 |
9,33126-104 |
12,84 |
9,42504-101 |
12,85 |
9,51976-101 |
12,86 |
9,61544-104 |
12,87 |
9,71207-104 |
12,88 |
9,80968-104 |
12,89 |
9,90827-101 |
12,90 |
1,00078-105 |
12,91 |
1,01084-105 |
12,92 |
1,02100-105 |
12,93 |
1,03126-105 |
12,94 |
1,04162-105 |
12,95 |
1,05209-105 |
12,96 |
1,06266-105 |
12,97 |
1,07334-105 |
12,98 |
1,08413-105 |
12,99 |
1,09503-105 |
7(a)
8,19370-104
8,27605-104
8,35922-10-1
8,4-1324-104
8,52809-101
8,61380-104
СО |
о- п о СО |
р |
8,78781 101
'8,87613-104 S, 96534-104
9,05544-104
9,14645-104
9,23838-104
9,33122-104
9,42500-104
9,51973-104
9,615-Ю-104
9,71204-101
9,80965-10-1
9,90824-104
1,00078-105
1,01084-105
1,02099-105
1,03126-105
1,04162-105
1,05209-105
1,06266-105
1,07334-105
1,08413-105
1,09503-105
Продолжение
U (а) |
Ѵ ( а ) |
8,19364-Ю-і 8,19369-104
8,27599-104 8,27603-104
8,35917-104 8,35921-104
8,44318-104 8,44322-104
8,52803-104 8,52807-104
8,61374-104 8,61378-104
8,70031-104 8,70035-104
8,78775-104 8,78779-104
8,87607-104 8,87611-104
8,96528-104 8,96532-104
9,05538-104 |
9,05542-104 |
9,14639-104 |
9,14643-104 |
9,23831-104 |
9,23835-104 |
9,33116-104 |
9,33120-104 |
9,42494-Ю-і |
9,42498-104 |
9,51967-014 |
9,51970-104 |
9,61534•104 |
9,61537-104 |
9,71198-104 |
9,71201-104 |
9,80958-101 |
9,80962-104 |
9,90817-104 |
9,90820-104 |
1,00077-105 |
1,00077-105 |
1,01083-105 |
1,01083-105 |
1,02099-105 |
1,02099-105 |
1,03125-105 |
1,03125-105 |
1,04161-105 |
1,04162-105 |
1,05208-105 |
1,05208-105 |
1,06266-105 |
1,06266-105 |
1,07334-105 |
1,07334-105 |
1,08412-105 |
1 ,08413-105 |
1,09502-105 |
1,09502-105 |
70
а |
S(a)=T(a) = |
а |
S(a)—T(a)— |
а |
S(a)=T(a)= |
=U(a)= |
= £ /(«)= |
=(J( а )= |
|||
|
=V(a) |
|
=V(a) |
|
=1/(а) |
13,00 |
1,10603-105 |
13,30 |
1,49299-105 |
13,60 |
2,01532-105 |
13,01 |
1,11715-105 |
13,31 |
I ,50799-105 |
13,61 |
2,03558-105 |
13,02 |
1,12838-105 |
13,32 |
1,52315-105 |
13,62 |
2,05603-105 |
13,03 |
1,13972-105 |
13,33 |
1,53846-105 |
13,63 |
2,07670-105 |
13,04 |
1,15117-105 |
13,34 |
1,55392-105 |
13,64 |
2,09757-105 |
13,05 |
1,16274-105 |
13,35 |
1,56953-105 |
13,65 |
2,11865-105 |
13,06 |
1,17443-105 |
13,36 |
1,58531-105 |
13,66 |
2,13994-105 |
13,07 |
1,18623-105 |
13,37 |
1,60124-105 |
13,67 |
2,16145-10s |
13,08 |
1,19815-105 |
13,38 |
1,61733-105 |
13,68 |
2,18317-105 |
13,09 |
1,21019-105 |
13,39 |
1,63359-105 |
13,69 |
2,20511-105 |
13,10 |
1,22236-105 |
13,40 |
1,65001-105 |
13,70 |
2,22727-105 |
13,11 |
1,23464-105 |
13,41 |
1,66659-105 |
13,71 |
2,24966-105 |
13,12 |
1,24705-105 |
13,42 |
1,68334-105 |
13,72 |
2,27227-105 |
13,13 |
1,25958-105 |
13,43 |
1,70026-105 |
13,73 |
2,29511-105 |
13,14 |
1,27224-105 |
13,44 |
1,71734-105 |
13,74 |
2,31817-105 |
13,15 |
1,28503-105 |
13,45 |
1,73460-105 |
13,75 |
2,34147-105 |
13,16 |
1,29794-105 |
13,46 |
1,75204-105 |
13,76 |
2,36500-105 |
13,17 |
1,31099-105 |
13,47 |
1,769657105 |
13,77 |
2,38877-105 |
13,18 |
1,32416-105 |
13,48 |
1,78743-105 |
13,78 |
2,41278-105 |
13,19 |
1,33747-105 |
13,49 |
1,80539-105 |
13,79 |
2,43703-105 |
13,20 |
1,35091-105 |
13,50 |
1,82354-105 |
13,80 |
2,46152-105 |
13,21 |
1,36449-605 |
13,51 |
1,84187-105 |
' 13,81 |
2,48626-105 |
13,22 |
1,37820-105 |
13,52 |
1,86038-105 |
13,82 |
2,51125-105 |
13,23 |
1,39205-105 |
13,53 |
1,87907-105 |
13,83 |
2,53648-105 |
13,24 |
1,40604-105 |
13,54 |
1,89796-105 |
13,84 |
2,56198-105 |
13,25 |
1,42017-105 |
13,55 |
1,91703-105 |
13,85 |
2,58772-105 |
13,26 |
1,43445-105 |
13,56 |
1,93630-105 |
13,86 |
2,61373-105 |
13,27 |
1,44886-105 |
13,57 |
1,95576-105 |
13,87 |
2,64000-105 |
13,28 |
1,46342-105 |
13,58 |
1,97542-105 |
13,88 |
2,66653-105 |
13,29 |
1,47813-105 |
13,59 |
1,99527-105 |
13,89 |
2,69333-105 |
71
|
|
|
|
|
Продолжение |
|
а |
S(a) = T(a)— |
а |
S(a)=T(a)= |
а |
S (a )= r(a )= |
|
= U (a)=V(a) |
=U( а)=Н (а) |
= f/( а)=1/(а) |
||||
|
|
|
||||
13,90 |
2,72040-105 |
14,20 |
3,67216-105 |
14,50 |
4,95689-105 |
|
13,91 |
2,74774-105 |
14,21 |
3,70906-105 |
14,51 |
5 ,00671-105 |
|
13,92 |
2.77536-105 |
14,22 |
3,74634-105 |
14,52 |
5 ,05703-105 |
|
13,93 |
2,80325-105 |
14,23 |
3,78399-105 |
14,53 |
5,10785-105] |
|
13,94 |
2,83142-105 |
14,24 |
3,82202-105 |
14,54 |
5,15919-105 |
|
13,95 |
2,85988•105 |
14,25 |
3,86043-105 |
14,55 |
5,21104-105 |
|
13,96 |
2,88862-105 |
14,26 |
3,89923-105 |
14,56 |
5,26341-105 |
|
13,97 |
2,91765-105 |
14,27 |
3,93842-105 |
14,57 |
5,31631-105 |
|
13,98 |
2,94697-105 |
14,28 |
3,97800-105 |
,14,58 |
5,36974-105 |
|
13,99 |
2,97659-105 |
14,29 |
4,01798-105 |
14,59 |
5,4-2370-105 |
|
14,00 |
3,00651-105 |
14,30 |
4,05836-105 |
14,60 |
5 ,47821-105 |
|
14,01 |
3,03672-105 |
14,31 |
4,09915-105 |
14,61 |
5,53327-105 |
|
14,02 |
3,06724-105 |
14,32 |
4,14034-105 |
14,62 |
5,58888-105 |
|
14,03 |
3,09807-105 |
14,33 |
4 18195-105 |
14,63 |
5,64505-105 |
|
14,04 |
3,12920-105 |
14,34 |
4,22398-105 |
14,64 |
5,70178-105 |
|
14,05 |
3,16065-105 |
14,35 |
4,26644-105 |
14,65 |
5,75909-105 |
|
14,06 |
3,19242-105 |
14,36 |
4,30931-105 |
14,66 |
5,81697-105 |
|
14,07 |
3,22450-105 |
14,37 |
4,35262-105 |
14,67 |
5,87543-105 |
|
14,08 |
3,25691•105 |
14,38 |
4,39637-105 |
14,68 |
5,93448-105 |
|
14,09 |
3,28964-105 |
14,39 |
4,44055-105 |
14,69 |
5,99412-105 |
|
14,10 |
3,32270-105 |
14,40 |
4,48518-105 |
14,70 |
6,05436-105 |
|
14,11 |
3,35610-105 |
14,41 |
4,53026-105 |
14,71 |
6,11521-105 |
|
14,12 |
3,38983-105 |
14,42 |
4,57579-ІО5 |
14,72 |
6,17667-105 |
|
14,13 |
3,42389-105 |
14,43 |
4,62177-105 |
14,73 |
6,23874-105 |
|
14,14 |
3,45831-105 |
14,44 ' |
4,66822-105 |
14,74 |
6,30144-105 |
|
14,15 |
3,49306-105 |
14,45 |
4,71514-105 |
14,75 |
6,36478-105 |
|
14,16 |
3,52817-105 |
14,46 |
4,76253-105 |
14,76 |
6,42874-105 |
|
14,17 |
З',56363-105 |
14,47 |
4,81039-105 |
14,77 |
6,49335-105 |
|
14,18 |
3,59944-105 |
14,48 |
4,85874-105 |
14,78 |
6,55861-105 |
|
14,19 |
3,63562-105 |
14,49 |
4,90757-105 |
14,79 |
6,62453-105 |
72
|
|
|
|
|
Продолжение |
|
а |
S(a)=T(a)= |
а |
S(a)=T(a)= |
а |
5 (а )= Г (а )= |
|
—(/(a)=V(a) |
—U(а)=И (а) |
=£/■(а)=Ѵ(а) |
||||
|
|
|
||||
14,80 |
6,69110-105 |
15,10 |
9,03205-105 |
15,40 |
1,21919-106 |
|
14,81 |
6,75835-105 |
15,11 |
9,12282-105 |
15,41 |
1,23145-106 |
|
14,82 |
6,82627-105 |
15,12 |
9,21451-105 |
15,42 |
1,24382-106 |
|
14,83 |
6,89488-105 |
15,13 |
9,30712-105 |
15,43 |
1,25632-106 |
|
14,84 |
6,96417-105 |
15,14 |
9,40065-105 |
15,44 |
1,26895-106 |
|
14,85 |
7,03416-105 |
15,15 |
9,49513-105 |
15,45 |
1,28170-106 |
|
14,86 |
7,10486-105 |
15,16 |
9,50056-105 |
15,46 |
1,29459-106 |
|
14,87 |
7,17626-105 |
15,17 |
9,68695-105 |
15,47 |
1,30760-106 |
|
14,88 |
7,24839-105 |
15,18 |
9,78430-105 |
15,48 |
1,32074-106 |
|
14,89 |
7,32123-105 |
15,19 |
9,88264-105 |
15,49 |
1,33401-106 |
|
14,90 |
7,39481-105 |
15,20 |
9,98196-105 |
15,50 |
1,34742-106 |
|
14,91 |
7,46913-105 |
15,21 |
1,00822-106 |
15,51 |
1,36096-106 |
|
14,92 |
7,54420-105 |
15,22 |
1,01836-106 |
15,52 |
1,37464-106 |
|
14,93 |
7,62002-105 |
15,23 |
1,02859-106 |
15,53 |
1,38845-106 |
|
14,94 |
7,69660-105 |
15,24 |
1,03893-106 |
15,54 |
1,40241•106 |
|
14,95 |
7,77395-105 |
15,25 |
1,04937-106 |
15,55 |
1,41650-106 |
|
14,96 |
7,85208-105 |
15,26 |
1,05992-106 |
15,56 |
1,43074-106 |
|
14,97 |
7,93100-105 |
15,27 |
1,07057-106 |
15,57 |
1,44512-106 |
|
14,98 |
8,01071-105 |
15,28 |
1,08133-106 |
15,58 |
1,45964-106 |
|
14,99 |
8,09122-105 |
15,29 |
1,09220-106 |
15,59 |
1,47431-106 |
|
15,00 |
8,17253-105 |
15,30 |
1,10317-106 |
15,60 |
1,48913-106 |
|
15,01 |
8,25467-105 |
15,31 |
1,11426-106 |
15,61 |
1,50410-106 |
|
15,02 |
8,33763-105 |
15,32 |
1,12546-106 |
15,62 |
1,51921-106 |
|
15,03 |
8,42143-105 |
15,33 |
1,13677-106 |
15,63 |
1,53448-106 |
|
15,04 |
8,50606-105 |
15,34 |
1,14819-106 |
15,64 |
1,54990-106 |
|
15,05 |
8,59155-105 |
15,35 |
1,15973-106 |
15,65 |
1,56548-106 |
|
15,06 |
8,67790-105 |
15,36 |
1,17139-106 |
15,66 |
1,58121-106 |
|
15,07 |
8,76511-105 |
15,37 |
1,18316-106 |
15,67 |
1,59710-106 |
|
15,08 |
8,85320-105 |
15,38 |
1,19505-106 |
15,68 |
1,61315-106 |
|
15,09 |
8,94218-105 |
15,39 |
1,20706-106 |
15,69 |
1,62937-106 |
73
|
|
|
|
|
Продолжение |
|
а |
5 (а )= Г (а )= |
а |
5(а)= 7’(а )= |
а |
S(a)=T(a)= |
|
=U( а)=К (а) |
=Lf(a)=V(a) |
— U( a)=V(a) |
||||
|
|
|
||||
15,70 |
1,64574-106 |
16,00 |
2,22152-106 |
16,30 |
2,99874-106 |
|
15,71 |
1,66228-106 |
16,01 |
2,24385-106 |
16,31 |
3,02888-106 |
|
15,72 |
1,67899-106 |
16,02 |
2,26640-106 |
16,32 |
3,05932-106 |
|
15,73 |
1,69586-106 |
16,03 |
2,28918-106 |
16,33 |
3,09007-106 |
|
15,74 |
1,71291-106 |
16,04 |
2,31218-106 |
16,34 |
3,12112-106 |
|
15,75 |
1,73012-106 |
16,05 |
2,33542-106 |
16,35 |
3,15249-106 |
|
15,76 |
1,74751-106 |
16,06 |
2,35889-106 |
16,36 |
3,18418-106 |
|
15,77 |
1,76507-106 |
16,07 |
2,38260-106 |
16,37 |
3,21618-106 |
|
15,78 |
1,78281-106 |
16,08 |
2,40655-106 |
16,38 |
3,24850-106 |
|
15,79 |
1,80073-106 |
16,09 |
2,43073-106 |
16,39 |
3,28115-106 |
|
15,80 |
1,81883-106 |
16,10 |
2,45516-106 |
16,40 |
3,31412-106 |
|
15,81 |
1,83711-106 |
16,11 |
2,47984-106 |
16,41 |
3,34743-106 |
|
15,82 |
1,85557-106 |
16,12 |
2,50476-106 |
16,42 |
3,38107-106 |
|
15,83 |
1,87422-106 |
16,13 |
2,52993-106 |
16,43 |
3,41505-106 |
|
15,84 |
1,89306-106 |
16,14 |
2,55536-106 |
16,44 |
3,44938-106' |
|
15,85 |
1,91208-106 |
16,15 |
2,58104-106 |
16,45 |
3,48404-106 |
|
15,86 |
1,93130-106 |
16,16 |
2,60698-106 |
16,46 |
3,51906-106 |
|
15,87 |
1,95071-106 |
16,17 |
2,63318-106 |
16,47 |
3,55443-106J |
|
15,88 |
1,97031-106 |
16,18 |
2,65965-106 |
16,48 |
3,59015-106 |
|
15,89 |
1,99011-106 |
16,19 |
2,68638-106 |
16,49 |
3,62623-106 |
|
15,90 |
2,01012-106 |
16,20 |
2,71337-106 |
16,50 |
3,66267-106j |
|
15,91 |
2,03032-106 |
16,21 |
2,74064-106 |
16,51 |
3,69949-106j |
|
15,92 |
2,05072-106 |
16,22 |
2,76819-106 |
16,52 |
3,73667-106 |
|
15,93 |
2,07133-106 |
16,23 |
2 ,79601-106 |
16,53 |
3,77422-106, |
|
15,94 |
2,09215-106 |
16,24' |
2,82411-106 |
16,54 |
3,81215-106 |
|
15,95 |
2,11318-106 |
16,25 |
2,85249-106 |
16,55 |
3,85046-106 |
|
15,96 |
2,13441-106 |
16,26 |
2, 88116-106 |
16,56 |
3,88916-106 |
|
15,97 |
2,15587-106 |
16,27 |
2,91012-106 |
16,57 |
3,92825-106’ |
|
15,98 |
2,17753-106 |
16,28 |
2,93936-106 |
16,58 |
3,96773-106 |
|
15,99 |
2,19942-106 |
16,29 |
2,96891-106 |
16,59 |
4,00760-106 |
74
|
|
|
|
|
Продолжение |
|
а |
S(a)=T(a)= |
а |
S(a)=T(a)= |
а |
S(a)~T(a) — |
|
=U{ а)=И (а) |
= U \ а)=И (а) |
=U(a)=V(a) |
||||
|
|
|
||||
16,50 |
4,04788-106 |
16,90 |
5,46407-106 |
17,20 |
7,37573-106 |
|
16,61 |
4,08856-106 |
16,91 |
5,51899-106 |
17,21 |
7,44985-106 |
|
16,62 |
4,12965-106 |
16,92 |
5,57445-106 |
17,22 |
. 7,52473-106 |
|
16,63 |
4,17116-106 |
16,93 |
5,63048-106 |
17,23 |
7,60035-106 |
|
16,64 |
4,21308-106 |
16,94 |
5,68706-106 |
17,24 |
7,67674-.106 |
|
16,65 |
4,25542-106 |
16,95 |
5,74422-106 |
17,25 |
7,75389-106 |
|
16,66 |
4,29819-106 |
16,96 |
5,80195-106 |
17,26 |
7,83182-106 |
|
16,67 |
4,34139-106 |
16,97 |
5,86026-106 |
17,27 |
7,91053-106 |
|
16,68 |
4,38502-106 |
16,98 |
5,91916-106 |
17,28 |
7,99003-106 |
|
16,69 * |
4,42909-106 |
16,99 |
5,97865-106 |
17,29 |
8,07033-106 |
|
16,70 |
4,47360-106 |
17,00 |
6,03873-106 |
17,30 |
8,15144-106 |
|
16,71 |
4,51856-106 |
17,01 |
6,09942-106 |
17,31 |
8,23336-106 |
|
16,72 |
4,56397-106 |
17,02 |
6,16072-106 |
17,32 |
8,31611-106 |
|
16,73 |
4,60984-106 |
17,03 |
6,22264-106 |
17,33 |
8,39969-106 |
|
16,74 |
4,65617-106 |
17,04 |
6,28518-106 |
17,34 |
8,48411-106 |
|
16,75 |
4,70297-106 |
17,05 |
6,34835-106 |
17,35 |
8,56937-106 |
|
16,76 |
4,75023-106 |
17,06 |
6,41215-106 |
17,36 |
8,65550-106 |
|
16,77 |
4,79798-106 |
17,07 |
6,47659-106 |
17,37 |
8,74249-106 |
|
16,78 |
4,84620-106 |
17,08 |
6,54168-4 06 |
17,38 |
8,83035-106 |
|
16,79 |
4,89490-106 |
17,09 |
6,60743-106 |
17,39 |
8,91910-106 |
|
16,80 |
4,94410-106 |
17,10 |
6,67383-106 |
17,40 |
9,00873-106 |
|
16,81 |
4,99378-106 |
17,11 |
6,74091-106 |
17,41 |
9,09927-106 |
|
16,82 |
5,04397-106 |
17,12 |
6,80865-106 |
17,42 |
9,19072-106 |
|
16,83 |
5,09467-106 |
17,13 |
6,87708-106 |
17,43 |
9,28309-106 |
|
16,84 |
5,14587-106 |
17,14 |
6,94620-106 |
17,44 |
9,37639-106 |
|
16,85 |
5,19758-106 |
17,15 |
7,01601-106 |
17,45 |
9,47062-106 |
|
16,86 |
5,24982-106 |
17,16 |
7,08652-106 |
17,46 |
9,56580-106 |
|
16,87 |
5,30258-106 |
17,17 |
7,15774-106 |
17,47 |
9,66194-106 |
|
16,88 |
5,35588-106 |
17,18 |
7,22968-106 |
17,48 |
9,75904-106 |
|
16,89 |
5,40970-106 |
17,19 |
7,30234-106 |
17,49 |
9,85713-106 |
75
а |
S(a)=r(a)= |
а |
|
= 6 г(а)=П (а) |
|||
|
|
||
17,50 |
9,95619-106 |
17,80 |
|
17,51 |
1,00562-107 |
17,81 |
|
17,52 |
1,01573-107 |
17,82 |
|
17,53 |
1,02594-107 |
17,83 |
|
17,54 |
1,03625-107 |
17,84 |
|
17,55 |
1,04666-107 |
17,85 |
|
17,56 |
1,05718-107 |
17,86 |
|
17,57 |
1,06781-107 |
17,87 |
|
17,58 |
1,07854-107 |
17,88 |
|
17,59 |
1,08938-107 |
17,89 |
|
17,60 |
1,10032-107 |
17,90 |
|
17,61 |
1,11138-107 |
17,91 |
|
17,62 |
1,12255-107 |
17,92 |
|
17,63 |
1,13383-107 |
17,93 |
|
17,64 |
1,14523-107 |
17,94 |
|
17,65 |
1,15674-107 |
17,95 |
|
17,66 |
1,16837-107 |
17,96 |
|
17,67 |
1,18011-107 |
17,97 |
|
17,68 |
1,19197-107 |
17,98 |
|
17,69 |
1,20395-107 |
17,99 |
|
17,70 |
1,21605-107 |
18,00 |
|
17,71 |
1,22827-107 |
18,01 |
|
17,72 |
1,24061-107 |
18,02 |
|
17,73 |
1,25308-107 |
18,03 |
|
17,74 |
1,26568-107 |
18,04- |
|
17,75 |
1,27840-107 |
18,05 |
|
17,76 |
1,29124-107 |
18,06 |
|
17,77 |
1,30422-107 |
18,07 |
|
17,78 |
1,31733-107 |
18,08 |
|
17,79 |
1,33057-107 |
18,09 |
S(a)=T(a)= =U{ a)—V(a)
1,34394-107
1,35745-Ю7
1,37109-107
1,38487-10'
1,39879-107
1,41285-107
1,42705-107
1,44139-107
1,45587-107
4^ |
О СЛ |
О |
1,48528-107
1,50021-107
1,51529-107
1,53052-ІО7
1,54590-107
1,56144-107
1,57713-107
1,59298-107
1,60899-107
1,62516-107
1,64149-107
1,65799-107
1,67465-107
1,69149-107
1,70849-Ю7
1,72566-107
1,74300-107
1,76052-107
1,77821-107
1,79608-107
|
Продолжение |
|
а |
S (a)= 7'(a)= |
|
= 7 /(а )= 7 (а ) |
||
|
||
18,10 |
1,81413-107 |
|
18,11 |
1,83236-107 |
|
18,12 |
1,85078-107 |
|
18,13 |
1,86938-107 |
|
18,14 |
1,88817-107 |
|
18,15 |
1,90715-107 |
|
18,16 |
1,92631-107 |
|
18,17 |
1,94567-107 |
|
18,18 |
1,96523-107 |
|
18,19 |
1,98498-107 |
18,20 2,00493-107
18,21 2,02508-107
18,22 2,04543-107
18,23 2,06599-107
18,24 2,08675-107
•18,25 2,10772-107
18,26 2,12890-107
18,27 2,15030-107
18,28 2,17191-107
18,29 2,19374-107
18,30 2,21579-107
18,31 2,23806-107
18,32 2,26055-107
18,33 2,28327-107
18,34 2,30622-107
18,35 2,32939-107
18,36 2,35280-107
18,37 2,37645-107
18,38 2,40033-107
19,39 2,42446-107
76