jeanflop/post-ocr-correction huggingface dataset:
41 17 3,9 S 11 39 3,69 E -0,485459 268 Wellington (Ob. Dominion); N.Zélande.. 127 41 17 5,1 S 11 39 3,95 E -0,485462 269 Wilhelmshaven (Ob. naval) ; Allemagne. 9 53 31 52,1 N 0 32 35,15 E -0,022629 270 Williams Bay (Ob. Yerkes); Wisconsin. 334 42 34 12,6 N 5 54 13,24 W +0,245987 271 Williamstown (Ob. F. Memor.); Massach. 213 42 42 30 N 4 52 50 W +0,20336 272 Wilno (Univ.); Lituanie, U. R. S. S. 133 54 41 0 N 1 41 1,0 E -0,070150 273 Wroclaw (Ane1 Breslau) 117 51 6 42,1 N 1
273 Wroclaw (Ane1 Breslau) 117 51 6 42,1 N 1 8 21,22 E -0,047468 274 Wuchang-Hankow (Inst.géod.S.H.) Chine 30 32 N 7 37 22,81 E -0,317625 275 Zi-Ka-Wei (S. H., S. L.); Chine 4 31 11 25,0 N 8 5 42,86 E -0,337301 276 Zô-Sé; Chine... 160 31 5 48,0 N 8 4 44,82 E -0,336629 277 Zurich (Ob. fédéral); Suisse .......... 469 1 47 22 37,6 N 1 0 34 12,30 E -0,023753 CORRESPONDANCE ENTRE CERTAINES DÉSIGNATIONS USUELLES (LOCALITÉ OU NOM) ET LES DÉSIGNATIONS DE LA LISTE GÉNÉRALE (LOCALITÉ). DÉSIGNATION DÉSIGNATION DÉSIGNATION DÉSIGNATION usuelle de la liste usuelle de
DÉSIGNATION DÉSIGNATION DÉSIGNATION DÉSIGNATION usuelle de la liste usuelle de la liste Abbadia Hendaye Mount Locke Fort Davis Bâle (Univ.) Binningen Mount Stromlo Canberra Dunlap ... Richmond Hill Naples Capo di Monte Harvard (Coll.) Cambridge (Massach.) Rômer Aarhus Haute-Provence Saint-Michel Sproul Swarthmore Kwasan Kyoto Stockholm .......... Saltsjöbaden Lick Mount Hamilton Tokio Mitaka Lowell Flagstaff Turin Pino Torinese Mac Donald Fort Davis , Vatican Castel Gandolfo Milan (Univ.) Brera Yamamoto Tanakami Morro do Vatongo.... Rio de Janeiro (Univ.) Yerkes .............. Williams Bay COORDONNÉES RECTANGULAIRES ET FACTEURS PARALLACTIQUES No A6 j psin<p' pcos<p' Lang q¡' îï0psin<p' ^Jiopcosç' S 46 — 0,32 +0,65025
pcos<p' Lang q¡' îï0psin<p' ^Jiopcosç' S 46 — 0,32 +0,65025 +0,75785 +0,85802 +5,71835 -+-0,44431 247 — 0,96 +0,68627 0,72520 +0,94632 +6,03511 0,42516 248 — 9,05 +0,71144 0,70033 +1,01586 +6,25643 0,41058 249 + 72,90 +0,53036 0,84679 +0,62632 +4,66405 0,49645 250 — 14,75 +0,86601 0,49495 -+-1,74967 -+-7,61570 0,29018 251 — 14,61 +0,86632 0,49440 +1,75226 +7,61849 0,28985 252 -r 57,53 +0,54460 0,83752 +0,65025 +4,78923 0,49101 253 — 2,86 +0,77130 0,63333 +1,21785 +6,78289 0,37130 254 -480,96 +0,62780 0,77670 +0,80829 +5,52095 0,45531 255 — u,58 +0,86116 0,50340 -+-1,71066 +7,67306 0,29513 256 -+57,97 +0,64080 0,76595 +0,83661 +5,63523 0,44905 257 — 3,37 +0,78529 0,61576 +1,27531 +6,90590 0,36000
+5,63523 0,44905 257 — 3,37 +0,78529 0,61576 +1,27531 +6,90590 0,36000 258 — 13,82 +0,78672 0,61396 -1-1,28139 +6,91843 0,35994 259 — 8,11 +0,70891 0,70290 +1,00855 +6,23417 0,41209 260 -+81,10 +0,74561 0,66362 +1,12356 +6,55695 0,38006 261 — '0,76 +0,74588 0,66780 +1,11093 +6,52417 0,39151 262 — 10,74 +0,74227 0,66738 +1,11220 +6,52753 0,39127 263 — 4,51 +0,72876 0,68245 +1,06787 +6,40876 0,40010 264 -+50,61 +0,62442 0,77940 -1-0,80116 +5,49122 0,45694 265 -45o,64 +0,62488 0, 77y05 +0,80211 +5,49525 0,45673 266 -+46,85 +0,66945 0,74084 +0,90364 +5,88715 0,43433 267 -114,84 —o,65635 0,75256 —0,87216 -5,77198 0,44120 268 —n4,84 —o,65635 0,75255 -0,87217 -5,77202 0,44120 269 — 5,35 +0,80053 0,59568 +1,34390 +7,03992
-0,87217 -5,77202 0,44120 269 — 5,35 +0,80053 0,59568 +1,34390 +7,03992 0, 34923 270 -+58,19 +0.67303 0,73762 +0,91244 +5,91867 0,43244 271 -448,10 +0,67479 0,73597 +0.91686 +5,93412 0,41848 272 — 16,59 +0,81234 0,57940 +1,40203 +7,14373 0,33968 273 — Il,23 +0,77475 0,62909 +1,23153 +6,81317 0,36882 274 — 75,i4 +0,50508 0,86208 +0,58588 +4,44165 0,50541 275 — 79,79 +0,51488 0,85622 +0,60134 +4,52786 0,50198 276 — 79,63 +0,51349 0,85708 +0,59912 +4,51568 0,50948 277 — 5,62 +0,73228 +0,67845 +1,07935 +6,43973 +0,39776 Le temps civil local d'un lieu est plus petit que le temps universel correspondant quand le lieu est à l'Ouest du méridien international et plus grand
lieu est à l'Ouest du méridien international et plus grand quand il est à l'Est. Il s'obtient en retranchant du temps universel la longitude du lieu, comptée positivement à l'Ouest et négativement à l'Est. b m 1 i l Temps univers. 8 28 1,7 0,352797 (table V) Was h. m. g. lon (Ob. naval). 1 Longitude 5 8 15,7 W -+-0,214071 Temps civil local 3 Ig 46,0 0,138727 b m 1 j ,, , ( Temps univers. 3 53 31,8 0,162174 (table V) Madras ; 1 Longitude ..... 5 20 59,1 E —0,222906 Temps civil local .................... 9 14 30,9
59,1 E —0,222906 Temps civil local .................... 9 14 30,9 0,385080 Un calcul analogue permet de passer du temps sidéral du méridien international au temps sidéral local d'un méridien quelconque. a g LONGITUDE g £ méridien International N° DÉSIGNATION (*) H "g LATITUDE . S « en heures fraction de jour mois heures secondes 1 Berlin [Adlershof] (H. Ilertz Inst.); Allemagne. 5o 52 25 45 N 0 54 9,7 E 0 0.31351 2 Big Pine (Inst. de Techn.); Californie... 1216 37 13 53,8 N 7 53 10,56 W -Ho'32861 3 Bologne (Univ.); Italie 44 33 26 N 0 43 6,6
Bologne (Univ.); Italie 44 33 26 N 0 43 6,6 E -0,029937+0,328595 4 Cambridge (Ob. radio, Univ.); Angleterre. 26 52 9 45 N 0 9,6 E —o OOOII 5 Columbus (Ob. radio, Univ.); Ohio 245 40 10,2 N 5 32 10,24 W +0,230674-0,000111 6 Derwood (Inst. Carnegie); Maryland... 140 39 7 15 N 5 8 36,3 W -+-0 2l43nfï 7 Dwingeloo; Pays-Bas 25 52 48 46,7 N 0 25 35,25 E -o!oin76o 8 Eschweiler (Univ. de Bonn); Allemagne. 435 5o 34 14 N 0 26 53,48 E —o 018675 9 Gothenburg (Univ. Chalmers); Suède... 14 57 23 30 N 047
Gothenburg (Univ. Chalmers); Suède... 14 57 23 30 N 047 40 E — o'o33!' 10 Green-Bank (Ob. radi,,-asir,,n.); Virg. Occid. 823 38 26 17 N 5 19 20,7 W 11 Harvard Stat. Agassiz); Massachussetts... 183 42 30 13 N 4 46 14,2 W -i-0 108^1 12 Hiraiso (Ob. radio-astron.); Japon 26 36 21 54 N 9 22 29,5 E— o'3Qo6o 13 Humain (Stat. Ob. Royal); Belgique... 294 50 113 30 N 0 21 1,7 E — o'oi46(rt) 14 Jodrell Bank (Univ. Manchester); Angleterre... 70 53 14 11 N o 9 13,47V -4-o'oo64o5 15 Malvern (Etabliss. radar); Angleterre... 20 52 5
13,47V -4-o'oo64o5 15 Malvern (Etabliss. radar); Angleterre... 20 52 5 40 N o 8 35,3 W -*-0^005964 16 Nançay (Stat. Ob. Meudon); Cher 150 47 22 48 N o 8 47,3 E -0,006103 17 Nederhorst den Berg; Pays-Bas o 52 14 3 N 0 20 18,5 E — o oi/io-! 18 Parkes; Australie 32 59 55 S 9 53 3,3 E 0J4118// 19 Richmond Util (Univ. Toronto); Canada. 244 43 51 44 N 5 17 41,0 W -1-0 ,22061, 20 Riverside (Ob. Maryland Point); Maryland. 30 38 22 26,1 N 5 8 55,83W +0,214536+0,220614 21 SLMichel (Ob. We-Provence); B.-Alpes... 651
5 8 55,83W +0,214536+0,220614 21 SLMichel (Ob. We-Provence); B.-Alpes... 651 43 55 45,6 N 0 22 52,00 E -0,015880 22 South Gloucester (Ob. Goethe Hill); Canada. 122 45 17 45,7 N 5 2 20,67 W i-t-o 20996, 23 Sydney (Stat. Dapto); Australie 8 34 28 18 S 10 3 2,0 E O'4I8773 24 Sydney (Stat. Fleurs); Australie 50 33 51 30 S 10 3 5,6 E -0,418815 25 Toyokawa (Univ. Nagoya); Japon 16 34 50 6 N 9 9 29,2 E — o,38i588 4 42,630,996,7932 111646 23219 3i 1041,480,998,9576 110923 92385 79 4 20,310,996,7702 111653 21310 35 — 10 50,20,998,9031
92385 79 4 20,310,996,7702 111653 21310 35 — 10 50,20,998,9031 110941 91288 80 3 57,680,996,7490 111660 19394 36 10 58,15,998,8479 110959 90164 81 3 34,750,996,7298 111667 17472 37 11 5,280,998,7921 110978 89012 82 3 11,560,996,7126 111672 15544 38 11 11,610,998,7357 110997 87833 83 2 48,130,996,6973 111678 13614 39 11 17,120,998,6788 111016 86627 84 2 24,500,996,6840 111682 11674 40 — 11 21,810,998,6215 110835 85394 85 — 2 0,690,996,6728 111686 9734 41 11 25,670,998,5638 110854 84135 86 1 36,730,996,6636 111689 7791 42 11 28,690,998,4475 111093 82851 87 1 12,650,996,6564 111691 5845 43 11 30,880,998,4475 111132 78847 88 0 48,480,996,6512 111693 3898 44
11 30,880,998,4475 111132 78847 88 0 48,480,996,6512 111693 3898 44 11 32,230,998,3891 111143 80206 89 — 0 24,250,996,6481 111694 1949 45 — 11 32,740,998,3306 111132 78847 90 0 0,0000,996,64711 111694 0 9 et qI' sont les latitudes géographique et géocentrique, prises en valeur absolue; p est le rayon terrestre correspondant, rapporté au rayon équatorial comme unité. On a adopté : 1 rayon équatorial terrestre = 6378 160 m; aplatissement terrestre = _8 5.1 298,20 T tang<p' T top sin©' — '7toP cose¡ <p tang<f' top sin cp' 7to p cos <p' 0 0,00000 0,0000 0,58627 50 1,18377 6,7047 0,37759 1
<p' 0 0,00000 0,0000 0,58627 50 1,18377 6,7047 0,37759 1 0,01734 0,1525 0,58618 51 1,22663 6,8023 0,36970 2 0,03469 0,3048 0,58591 52 1,27137 6,8978 0,36170 3 0,05206 0,4572 0,58547 53 1,31816 6,9912 0,35358 4 0,06946 0,6093 0,58485 54 1,36717 7,0824 0,34536 5 0,08690 0,7613 0,58405 55 1,41859 7,1716 0,33703 6 0,10440 0,9131 0,58193 56 1,47263 7,2585 0,32859 7 0,12196 1,0646 0,58193 57 1,52956 7,3432 0,32006 8 0,13960 1,2158 0,58060 58 1,58962 7,4257 0,31143 9 0,15732 1,3666 0,57910 59 1,65313 7,5060 0,30270 10 0,17515 1,5170 0,57742 60 1,72045 7,5839 0,29387 11 0,19308 1,6670 0,57557 61 1,79197 7,6596 0,28496 12 0,21113 1,8164
0,19308 1,6670 0,57557 61 1,79197 7,6596 0,28496 12 0,21113 1,8164 0,57354 62 1,86814 7,7329 0,27596 13 0,22932 1,9653 0,57134 63 1,94947 7,8039 0,26687 14 0,24766 2,1136 0,56897 64 2,03658 7,8724 0,25770 15 0,2613 2,2613 0,56642 65 2,13015 7,9386 0,24845 16 0,28483 2,4084 0,56370 66 2,23100 8,0024 0,23113 17 0,32274 2,7002 0,55775 68 2,45852 8,1225 0,22026 18 0,34202 2,8449 0,55453 69 2,58765 8,1789 0,21072 20 0,36153 2,9888 0,5513 70 2,72909 8,2328 0,20111 21 0,38129 3,1318 0,54757 22 0,40132 3,2738 0,54384 23 0,42163 3,4549 0,53994 Cette table fournit les facteurs parallactiques 24 0,44225 3,5549 0,53588 pour la réduction des observations au centre
0,44225 3,5549 0,53588 pour la réduction des observations au centre 2 °'^;9 3,6939 0,53166 de la Terre. 26 0,48447 3,8317 0,52728 27 0,50611 3,9684 0,52273 On pose : 28 0,52815 4,1036 0,51803 29 0,55060 4,2382 0,51317 q = latitude géographique (prise en valeur 30 0,57349 4,3712 0,50501 l absolue); 31 0,59684 4,5029 0,50298 32 0,62069 4,6333 0,4765 l = latitude géocentrique (prise en valeur 33 0,64506 4,7623 0,49218 p = rayon terrestre correspondant, rapporté 34 0,66999 4,8898 0,48655 l au rayon équatorial comme unité; 35 0,69552 5,0158 0,48077 1to = parallaxe horizontale équatoriale moyenne 36 0,72168 5,1404 0,47485 du Soleil.
parallaxe horizontale équatoriale moyenne 36 0,72168 5,1404 0,47485 du Soleil. 37 0,74851 5,2633 0,46878 38 0,77606 5,3847 0,46257 On a adopté : 39 0,80436 5,5045 0,45622 40 0,83348 5,6226 0,44973 ( rayon équatorial terrestre = 6378160; 41 0,86347 5,7391 0,44310 ) aplatissement terrestre =—%—=; 42 0,89438 5,8538 0,43634 43 0,92627 5,9667 0,42944, Ir.= 8", 7 9 4o5. ^ 0,95922 0,42241 Pour une autre valeur 1t de la parallaxe solaire, 45 0,99331 6,1871 0,42525 j, m on pose 1:— d'où 46 1,02860 6,2945 0,40796 47 1,0065ig 6,4000 0,40055 ( dit 48 1,1031g 6,5035 0,39301 ) icp sincp --icoP sinç (^1-4— j
1,1031g 6,5035 0,39301 ) icp sincp --icoP sinç (^1-4— j 49 1,14267 6,6051 0,38536 j 1, / d1t 50 1,18377 6,7047 0,37759 ( 15 Ir(> cos cP' — 15 p COS (1 + y Facteurs pour le calcul des coordonnées rectangulaires psin?' et pcoso' d'un point de la Terre. Valeurs de S et C. <p S C 0 0,993 305 1,000000 45 0,994972 1,001678 1 0,993306 1,000001 46 0,995030 1,001678 58 1,001737 59 2 0,993309 1,000004 47 0,995088 1,001796 59 3 0,993314 1,000009 48 0,995146 1,001854 69 4 0,993321 1,000016 49 0,995204 1,001912 69 5 0,993330 9 1,000025 9 50
49 0,995204 1,001912 69 5 0,993330 9 1,000025 9 50 0,995262 1,001970 69 7 0,993354 1,000049 1 5 3 0,995376 1,002085 69 8 0,993369 1,000064 53 0,995432 1,002142 69 10 0,993405 9 1,000100 9 55 0,995543 1,002253 55 11 0,993426 21 1,000121 2' 56 0,995598 1,002308 55 12 0,993449 / 1,000144 57 0,995652 1,002362 54 13 0,993473 28 1,000169 28 58 0,995705 1,002416 54 14 0,993499 2 1,000196 2 58 0,995757 2 1,002469 15 0,993528 9 1,000224 , 60 0,995808 1,002520 51 31 3o ' 00 50 16 0,993559 1,000254 3 61 0,995858 1,002570 17 0,993591 2 1,000286 2 61
3 61 0,995858 1,002570 17 0,993591 2 1,000286 2 61 0,995907 49 48 1,002619 49 18 0,993624 33 1 ,000320 63 0,995955 2 1,002667 7 19 0,993659 1,000355 64 0,996002 7 1,002715 4648 20 0,993695 1,000391 65 0,996047 7 1,002761 7 21 0,993733 1,000429 66 0,996091 7 1,002805 44 22 0,993772 7 1,000469 67 0,996374 7 1,002848 7 23 0,993813 7 1,000511 7, 68 0,996176 7 1,002890 7 24 0,993855 46 44 1,000598 46 44 70 0,996254 3 1,002968 7 25 0,993899 46 44 1,000644 46 44 71 0.996291 7 1,003005 7 26 0,994040 1,000739 7 72 0,996326 3 1,003041
1,003005 7 26 0,994040 1,000739 7 72 0,996326 3 1,003041 7 28 0,994088 1,000788 49 74 0,996392 1,003107 7 30 0,994188 1,000889 7 75 0,996422 7 28 1,003137 7 31 0,994240 1,000941 7 76 0,996450 2 1,003166 7 29 5 2 02 26 7, 32 0,994293 1,000994 7 77 0,996501 1,003193 7 33 0,994361 1,001578 7 78 0,996570 7 1,003218 7 34 0,994347 1,001 0,048 79 0,996524 1,003 241 2 35 0,994401 1,001 103 80 0,996545 1,003 262 2 36 0,994456 1,001 158 81 0,996564 1,003 281 3 37 0,994512 1,001 214 82 0,996 581 1,003 293 38 0,994568 1,001
1,001 214 82 0,996 581 1,003 293 38 0,994568 1,001 271 7 83 0,996597 1,003 313 39 0,994625 1,001 386 58 84 0,996622 1,003 348 9 40 0,994740 1,001 444 85 0,996 631 9 1,003 355 7 41 0,994798 1,001 560 86 0,996 638 5 1,003 36o ? 42 0,994855 1,001 619 9 87 0,996646 1,003 363 45 0,994972 59 1,001 678 9 88 0,996647 1,003 364 1 Conversion du temps sidéral en temps moyen. Argument : temps sidéral. La correction doit toujours être retranchée du temps sidéral. sidéral 7b 9h 10m SECONDS ... m s ms ni s ms
9h 10m SECONDS ... m s ms ni s ms ni s ms ni s ms ni s ms ni s ms 0 0 58,9774 1 8,8569 1 8,6365 1 28,4660 1 38,2956 1 48,1252 0 0,0000 1 0 59,1412 1 8.9708 1 18,8003 1 28,6299 1 38,4594 1 48,2890 1 0,0027 2 0 59,3050 1 9,346 1 18,9641 1 28,7937 1 38,6233 1 48,4528 2 0,0055 3 0 59,4688 1 9,2984 1 19,1280 1 28,9575 1 38,7871 1 48,6166 3 0,0082 4 0 59,6327 1 9,4622 1 19,2918 1 29,1214 1 38,9509 1 48,7805 4 0,0119 5 0 59,7965
29,1214 1 38,9509 1 48,7805 4 0,0119 5 0 59,7965 1 9,6261 1 19,4556 1 29,2852 1 39,1147 1 48,9443 5 0,0137 6 0 59,9603 1 9,7899 1 19,6194 1 29,4490 1 39,2786 1 49,1081 6 0,0164 7 1 0,1241 1 9,9537 1 19,7833 1 29,6128 1 39,5424 1 49,2720 7 0,0191 8 1 0,2880 1 10,1176 1 29,9471 1 29,7767 1 39,6062 1 49,4358 8 0,0218 9 1 0,4518 1 10,2814 1 20,1886 1 29,9405 1 39,7370 1 49,5996 9 0,0246 10 1 0,6156 1 10,4452 1 20,2747 1 30,1043 1 39,9339 1 49,7634 10 0,0273 11 1 0,7795
30,1043 1 39,9339 1 49,7634 10 0,0273 11 1 0,7795 1 10,6090 1 20,4386 1 30,2681 1 40,0977 1 49,9253 11 0,0300 12 1 0,9433 1 10,7728 1 20,6024 1 30,4320 1 40,4253 1 50,2549 12 0,0328 13 1 1,0711 1 10,9367 1 20,7662 1 30,5858 1 40,4253 1 50,4187 13 0,0355 14 1 1,2709 1 11,1005 1 20,9301 1 30,7596 1 40,5892 1 50,4187 14 0,0382 15 1 1,4348 1 11,2643 1 21,0939 1 30,9234 1 40,7530 1 50,5826 15 0,0410 16 1 1,5986 1 11,4281 1 21,2577 1 31,0873 1 40,9168 1 50,7464 16 0,0437 17 1 1,7624
31,0873 1 40,9168 1 50,7464 16 0,0437 17 1 1,7624 1 11,5920 1 21,4225 1 31,2511 1 41,0807 1 50,9102 17 0,0464 18 1 1,9262 1 11,7558 1 21,5854 1 31,4149 1 41,2445 1 51,0740 18 0,0491 19 1 2,0901 1 11,9196 1 21,7492 1 31,3787 1 41,4443 1 51,2079 19 0,0519 20 1 2,2539 1 12,0834 1 21,9690 1 31,7426 1 41,7271 1 51,4017 20 0,0546 21 1 2,4177 1 12,2473 1 22,0768 1 31,9046 1 41,7360 1 51,5655 21 0,0573 22 1 2,5815 1 12,4111 1 22,2407 1 32,0702 1 41,8998 1 51,7293 22 0,0601 23 1 2,7454
32,0702 1 41,8998 1 51,7293 22 0,0601 23 1 2,7454 1 12,5749 1 22,4045 1 32,2340 1 42,0266 1 51,8932 23 0,0628 24 1 2,9092 1 12,7388 1 22,5683 1 32,3979 1 42,3274 1 52,0570 24 0,655 25 1 3,0730 1 12,9026 1 22,7321 1 32,5617 1 42,6373 1 52,2208 25 0,683 26 1 3,2368 1 13,604 1 22,8960 1 32,7255 1 42,5551 1 52,3846 26 0,0710 27 1 3,4007 1 13,6302 1 23,0598 1 32,8894 1 42,7189 1 52,5485 27 0,0737 28 1 3,5645 1 13,756 x 1 23,2236 1 33,0532 1 42,8827 1 52,7123 28 0,6676 29 1
1 33,0532 1 42,8827 1 52,7123 28 0,6676 29 1 3,7283 1 13,5579 1 23,3874 1 33,2170 1 43,0466 1 52,8761 29 0,0792 30 1 3,8921 1 13,7217 1 23,5513 1 33,3808 1 43,2104 1 53,0400 30 0,0819 31 1 4,0560 1 13,8855 1 23,7151 1 33,5447 1 43,3742 1 53,2380 31 0,0846 32 1 4,2198 1 14,0494 1 23,8789 1 33,7085 1 43,5380 1 53,3676 32 0,0874 33 1 4,3836 1 14,2132 1 24,0427 1 33,8723 1 43,7019 1 53,5314 33 0,0901 34 1 4,5475 1 14,3770 1 24,2066 1 34,0061 1 43,8657 1 53,6953 34 0,0928 35 1
1 34,0061 1 43,8657 1 53,6953 34 0,0928 35 1 4,7113 1 14,508 1 24,3704 1 34,2000 1 44,0295 1 53,8591 35 0,0956 36 1 4,8751 1 14,7047 1 24,5342 1 34,3638 1 44,1933 1 54,0229 36 0,0983 37 1 5,0389 1 14,8685 1 24,6981 1 34,5276 1 44,3572 1 54,1867 37 0,1010 38 1 5,2028 1 15,0323 1 24,8619 1 34,6914 1 44,5310 1 54,3856 38 0,1038 39 1 5,3666 1 15,1961 1 25,0257 1 34,8553 1 44,6848 1 54,5144 39 0,1065 40 1 5,5304 1 15,3600 1 25,1895 1 35,0191 1 44,8487 1 54,6782 40 0,1092 41 1
1 35,0191 1 44,8487 1 54,6782 40 0,1092 41 1 5,6942 1 15,5238 1 25,3534 1 35,1829 1 45,0125 1 54,8420 41 0,1119 42 1 5,8581 1 15,6876 1 25,5172 1 35,3467 1 45,1763 1 55,0565 42 0,1147 43 1 6,0219 1 15,8514 1 25,6806 1 35,5106 1 45,3401 1 55,1697 43 0,1174 44 1 6,1857 1 16,0195 1 25,8448 1 35,6744 1 45,5040 1 55,3335 44 0,1201 45 1 6,3495 1 16,1791 1 26,0087 1 35,8382 1 45,6678 1 55,4973 45 0,1229 46 1 6,5143 1 16,3429 1 26,1725 1 36,0020 1 45,8316 1 55,6612 46 0,1256 47 1
1 36,0020 1 45,8316 1 55,6612 46 0,1256 47 1 6,6772 1 16,5608 1 26,3363 1 36,1659 1 45,9954 1 55,8250 47 0,1283 48 1 6,8400 1 16,6706 1 26,5001 1 36,3297 1 46,1593 1 55,9888 48 0,1311 49 1 7,0048 1 16,8344 1 26,6640 1 36,4935 1 46,3231 1 56,1526 49 0,1338 50 1 7,1687 1 16,9982 1 26,8278 1 36,6574 1 46,4869 1 56,3656 50 0,1365 51 1 7,3325 1 17,1621 1 27,1554 1 36,8212 1 46,6507 1 56,4853 51 0,1392 52 1 7,4963 1 17,3259 1 27,3193 1 37,1488 1 46,9784 1 56,8080 52 0,1420 53 1
1 37,1488 1 46,9784 1 56,8080 52 0,1420 53 1 7,6601 1 17,4897 1 27,3831 1 37,3127 1 47,1422 1 56,9718 54 0,1447 55 1 7,8240 1 17,6535 1 27,6469 1 37,4765 1 47,3060 1 57,1356 55 0,1474 56 1 8,1516 1 17,9812 1 27,8107 1 37,6403 1 47,4699 1 57,2994 56 0,1529 57 1 8,3434 1 18,1450 1 27,9746 1 37,8041 1 47,7975 1 57,6271 58 0,1584 59 1 8,6431 1 18,4727 1 28,3022 1 38,1318 1 47,9603 1 57,7909 69 0,1611 60 1 8,8069 1 Conversion du temps sidéral en temps moyen. Argument : temps sidéral. La correction
sidéral en temps moyen. Argument : temps sidéral. La correction doit toujours être retranchée du temps sidéral. sidéral 12h 13h 14h 15h 16h 17h SECONDS m pi Dl S Dl S Dl S m s m 9 g s o 57,9547 2 7,7843 2 17,6139 2 27,4434 2 37,2730 2 47,1025 0 0.0000 1 58,1186 2 7,9481 2 17,7777 2 27,6072 2 37,4368 2 47,2664 1 0.0027 2 58,2824 2 8,1119 2 17,9415 2 27,7711 2 37,6006 2 47,4302 2 0.00055 3 58,4462 2 8,2758 2 18,1053 2 27,9349 2 37,7645 2 47,5940 3 0.0082 4 58,6100 2 8,4396 2
37,7645 2 47,5940 3 0.0082 4 58,6100 2 8,4396 2 18,2692 2 28,0987 2 37,9283 2 47,7578 4 0.0109 5 58,7739 2 8,6404 2 18,4330 2 28,2625 2 38,0921 2 47,9217 5 0.0130 6 58,9377 2 8,7672 2 18,5968 2 28,4264 2 38,2559 2 48,8556 6 0.0119 7 59,1015 2 8,8931 2 18,7606 2 28,5902 2 38,4198 2 48,2493 7 0.01910,0164 8 59,2653 2 9,0949 2 18,9245 2 28,7540 2 38,5836 2 48,4131 8 0.0218 9 59,4292 2 9,2587 2 19,0883 2 28,9179 2 38,7474 2 48,5770 9 0.02460,0218 10 59,5930 2 9,4226 2 19,2521 2 29,0817 2 38,9112 2
59,5930 2 9,4226 2 19,2521 2 29,0817 2 38,9112 2 48,7408 10 0.0273 11 59,7568 2 9,5864 2 19,4159 2 29,2455 2 39,0751 2 48,9046 11 0.0300 12 59,9206 2 9,7502 2 19,5798 2 29,4093 2 39,2389 2 49,0685 12 0.0328 13 60,0845 2 9,9140 2 19,7436 2 29,5732 2 39,4027 2 49,2323 13 0.0355 14 60,2483 2 10,0779 2 19,9074 2 29,7370 2 39,5665 2 49,3961 14 0.0382 15 60,4121 2 10,2417 2 20,0712 2 29,9008 2 39,7304 2 49,5599 15 0.0410 16 60,5759 2 10,4405 2 20,2351 2 30,0264 2 39,8942 2 49,7238 16 0.0437 17 60,7398 2
30,0264 2 39,8942 2 49,7238 16 0.0437 17 60,7398 2 10,5693 2 20,3989 2 30,2285 2 40,0580 2 49,8876 17 0.0464 18 60,9376 2 10,7332 2 20,5627 2 30,3923 2 40,2218 2 50,0514 18 0.0490 19 61,0674 2 10,8970 2 20,7265 2 30,5561 2 40,3857 2 50,2532 19 0.0519 20 61,2313 2 11,0608 2 20,8904 2 30,7199 2 40,5495 2 50,3791 20 0.5464 21 61,3951 2 11,2246 2 21,0542 2 30,8838 2 40,75133 2 50,5429 21 0.0513 22 61,5589 2 11,3885 2 21,2180 2 31,0476 2 40,8771 2 50,7067 22 0.5060 23 61,7227 2 11,5523 2 21,3819 2 31,2141 2
0.5060 23 61,7227 2 11,5523 2 21,3819 2 31,2141 2 41,0410 2 50,8705 23 0.6228 24 61,8866 2 11,7161 2 21,5457 2 31,3752 2 41,52048 2 50,3444 24 0.6555 25 62,0504 2 11,8799 2 21,7095 2 31,5391 2 41,3686 2 51,1982 25 0.6838 26 62,2142 2 12,0438 2 21,8733 2 31,7029 2 41,5325 2 51,3620 26 0.7104 27 62,3780 2 12,2076 2 22,0372 2 31,8667 2 41,6963 2 51,5258 27 0.7386 28 62,5419 2 12,3714 2 22,2010 2 32,0265 2 41,8601 2 51,6897 28 0.7659 29 62,7057 2 12,5352 2 22,3648 2 32,1944 2 42,0239 2 51,8535 29 0.7920 30
22,3648 2 32,1944 2 42,0239 2 51,8535 29 0.7920 30 62,8695 2 12,6991 2 22,5286 2 32,3582 2 42,1878 2 52,0173 30 0.8185 31 63,0333 2 12,8629 2 22,6925 2 32,5220 2 42,3516 2 52,1811 31 0.8456 32 63,1972 2 13,0267 2 22,8563 2 32,6858 2 42,5154 2 52,3450 32 0.8727 33 63,3609 2 13,1906 2 23,0201 2 32,8497 2 42,6792 2 52,5288 33 0.9000 34 63,5248 2 13,3544 2 23,1839 2 33,0154 2 42,8431 2 52,6726 34 0.9273 35 63,6886 2 13,5182 2 23,3478 2 33,1773 2 43,0069 2 52,8364 35 0.9546 36 63,8525 2 13,6820 2 23,5116 2
52,8364 35 0.9546 36 63,8525 2 13,6820 2 23,5116 2 33,3412 2 43,1707 2 53,0003 36 0.9818 37 64,0148 2 13,8459 2 23,6754 2 33,5050 2 43,3345 2 53,14241 37 1.0090 38 64,1791 2 14,0097 2 23,8392 2 33,6688 2 43,4984 2 53,3279 38 1.0363 39 64,3439 2 14,0735 2 24,0031 2 33,8326 2 43,6622 2 53,4918 39 1.0636 40 64,5078 2 14,3373 2 24,1669 2 33,9965 2 43,8260 2 53,6556 40 1.0909 41 64,6716 2 14,5012 2 24,3307 2 34,1603 2 43,9898 2 53,7954 41 1.1182 42 64,8354 2 14,6650 2 24,4945 2 34,3241 2 44,1537 2 53,9832 42
14,6650 2 24,4945 2 34,3241 2 44,1537 2 53,9832 42 1.1455 43 65,0993 2 14,8288 2 24,6584 2 34,4879 2 44,3158 2 54,1471 43 1.1728 44 65,2631 2 15,0565 2 24,8222 2 34,6518 2 44,4831 2 54,3109 44 1.2001 45 65,4269 2 15,1906 2 24,9860 2 34,8156 2 44,6451 2 54,4747 45 1.2274 46 65,5907 2 15,3203 2 25,1499 2 34,9794 2 44,8090 2 54,6385 46 1.2547 47 65,7546 2 15,4841 2 25,3478 2 35,1432 2 44,9728 2 54,8024 47 1.2820 48 65,8184 2 15,6479 2 25,4775 2 35,3071 2 45,1366 2 54,9662 48 1.3093 49 65,9822 2 15,8118 2
45,1366 2 54,9662 48 1.3093 49 65,9822 2 15,8118 2 25,6413 2 35,4709 2 45,3005 2 55,1300 49 1.3366 50 66,1460 2 15,9756 2 25,8052 2 35,6347 2 45,4643 2 55,2938 50 1.3643 51 66,3099 2 16,1394 2 25,9690 2 35,7985 2 45,6281 2 55,4577 51 1.3926 52 66,4737 2 16,3032 2 26,1328 2 35,9624 2 45,7919 2 55,6195 52 1.42II 53 66,6375 2 16,4671 2 26,2966 2 36,1262 2 45,9558 2 55,7953 53 1.4558 54 66,8013 2 16,6309 2 26,4605 2 36,2900 2 46,1196 2 55,9491 54 1.4796 55 66,9652 2 16,7947 2 26,6243 2 36,4538 2 46,2834 2
66,9652 2 16,7947 2 26,6243 2 36,4538 2 46,2834 2 56,2768 55 1.5034 56 67,1290 2 17,1224 2 26,7881 2 36,6177 2 46,4472 2 56,2768 56 1.5272 57 67,2928 2 17,2862 2 27,1158 2 36,9453 2 46,7749 2 56,6044 57 1.5509 58 67,4566 2 17,4500 2 27,2796 2 37,1092 2 46,9387 2 56,7683 58 1.5747 59 67,6205 2 17,6479 2 27,4775 2 37,2459 2 47,0912 2 56,9321 59 1.5985 60 67,7843 2 17,6139 2 27,4434 2 37,2730 2 47,1025 2 56,9321 High 20h 21b 22h 23h SECONDE sidérale ni ni S 111 s m a m s m 6 us
S 111 s m a m s m 6 us ta 0 2 56,9321 3 6,7617 3 16,5912 3 26,4208 3 36,2503 3 46,0799 0 0,0000 1 2 57,0959 3 6,9255 3 16,7550 3 26,5846 3 36,4142 3 46,2437 1 0,0027 2 2 57,2598 3 7,0893 3 16,9189 3 26,7484 3 36,5780 3 46,4076 2 0,0055 3 2 57,4236 3 7,2531 3 17,0827 3 26,9123 3 36,7418 3 46,5714 3 0,0082 4 2 57,5874 3 7,4170 3 17,2465 3 27,0761 3 36,856 3 46,7352 4 0,0136 5 2 57,7512 3 7,5808 3 17,4104 3 27,2399 3 37,0695 3 46,8990 5
7,5808 3 17,4104 3 27,2399 3 37,0695 3 46,8990 5 0,0131 6 2 57,9151 3 7,7446 3 17,5742 3 27,4037 3 37,2333 3 47,0629 6 0,0166 7 2 58,0789 3 7,9084 3 17,7380 3 27,5676 3 37,3971 3 47,2267 7 0,0191 8 2 58,2427 3 8,0723 3 17,9018 3 27,7314 3 37,5610 3 47,3905 8 0,0218 9 2 58,4065 3 8,2361 3 18,0657 3 27,8952 3 37,7248 3 47,5543 9 0,0246 10 2 58,5704 3 8,3999 3 18,2295 3 28,0590 3 37,8886 3 47,7182 10 0,0273 11 2 58,7342 3 8,5637 3 18,3933 3 28,2229 3 38,0524 3 47,8820 11