The Mathematical Theory of Eclipses According to Chauvenet's Transformation of Bessel's Method Explained And Illustrated, to Which Are Appended Transits of Mercury And Venus And Occultations of Fixed Stars
The Mathematical Theory of Eclipses According to Chauvenet's Transformation of Bessel's Method Explained And Illustrated, to Which Are Appended Transits of Mercury And Venus And Occultations of Fixed Stars
Roberdeau Buchanan
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Xro^M^^-^^ 10 25.728 Nos. (1) —1.68900 +1.68896 (192):^ +8.98664 -(2) —0.26073 —0.26077 Vi —9.30325 T —1.94973 +1.42819 tanJIfo 9.68339 (196) ^ f 7.05027 I 7 3.0162 10.42819 JWi +154 14 64 10 25.6914 sin 9.60797 9.37867 (197) y +277 53 27 +116 40 35 COS 9.95458 (198) sin y —9.99587 +9.95113 log mo +9.34867 cosy +9.13763 —9.65220 sinrfi +8.96508 +8.96081 (193) V +9.74646 +9.74644 cos 01 co« i^ —8.10271 +8.61301 y/ —9.23934 —9.23954 tan^ 1.89316 1.33812 iaxxN 0.50712 0.50690 ^ —90 43 58 +87 22 18... N +107 16 49+107 17 18 sin 9.99996 9.99954 sin 9.97994 9.97993 9.99591 9.95159 9.76652 9.76651 cos 8.10680 8.66142 cos 9.47283 9.47302 COS0, +9.99591 +9.95159 logl:n +0.23349 +0.23348 C0S(2| +9.99814 +9.99818 (194)Jf— JV +46 61 5 +46 57 36 sin0, +9.13577 —9.65038 sin( ) +9.86390 +9.86384 tan^, +9.13986 —9.69879 C08( ) +9.83404 +9.83411 (199) tan +9.14133 —9.70026 sinV* +9.21257 +9.21251 ^ +7 53 —26 38 V' +170 26 38 +9 22 17 (195) cos V —9.99414 +9.99414 (200)^1 106° 26' 22'^ 157° 7^29 log(i) —0.22763 +0.22762 6>l ^• l-l( y?
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