Mécanique Céleste Vol.4
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In our eReader you can find the full English version of the book. Read Mécanique Céleste Vol.4 Online - link to read the book on full screen. Our eReader also allows you to upload and read Pdf, Txt, ePub and fb2 books. In the Mini eReder on the page below you can quickly view all pages of the book - Read Book Mécanique Céleste Vol.4
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p = ^II-^ . (1 + constant). [8295ciJ When r=a, and p:=(p), this becomes, log.( P) = ^S)-{pU A _|_ constant) ; [8295e] subtracting this from the preceding expression of log.p, we get, log.f = ^^".f^-lV [8295/] (P) (P) \r j Multiplying the second member of this expression by log.c=l [8290'], and then reducing to natural numbers, it becomes as in [8296].
* (3872) The weight (p) of the homogeneous column of air /, is found by multiplying its heiglit / by the gravity (^), and by the density (p); hen...ce we get (jj) = (^).(p)./, as in [8298]. From this we get -2_i_ =: — j and by multiplying it by a.f^ — Ij =—as [8284], we obtain [°-. —If a. ^?^ = —J- Substituting this last expression in [8296], we get [8299].
f (3873) In order to develop the radica' in tlie denominator of [8286], we shall put / _ »£\ [8300a] for brevity D^^cos.^e — 2a. \I — c '/-j-2i.sin.^e ; and we shall get by development, using the value of -~ [8299], if ) I— s \/cos.2e— 2a.('l— -^^ + (2*— s^) \ (f )/ 1 s.{D — ^5.
What to read after Mécanique Céleste Vol.4?
You can find similar books in the "Read Also" column, or choose other free books by Bowditch, N. I. (Nathaniel Ingersoll), 1805-1861 to read onlineMoreLess
To quickly assess the difficulty of the text, read a short excerpt:
p = ^II-^ . (1 + constant). [8295ciJ When r=a, and p:=(p), this becomes, log.( P) = ^S)-{pU A _|_ constant) ; [8295e] subtracting this from the preceding expression of log.p, we get, log.f = ^^".f^-lV [8295/] (P) (P) \r j Multiplying the second member of this expression by log.c=l [8290'], and then reducing to natural numbers, it becomes as in [8296].
* (3872) The weight (p) of the homogeneous column of air /, is found by multiplying its heiglit / by the gravity (^), and by the density (p); hen...ce we get (jj) = (^).(p)./, as in [8298]. From this we get -2_i_ =: — j and by multiplying it by a.f^ — Ij =—as [8284], we obtain [°-. —If a. ^?^ = —J- Substituting this last expression in [8296], we get [8299].
f (3873) In order to develop the radica' in tlie denominator of [8286], we shall put / _ »£\ [8300a] for brevity D^^cos.^e — 2a. \I — c '/-j-2i.sin.^e ; and we shall get by development, using the value of -~ [8299], if ) I— s \/cos.2e— 2a.('l— -^^ + (2*— s^) \ (f )/ 1 s.{D — ^5.
What to read after Mécanique Céleste Vol.4?
You can find similar books in the "Read Also" column, or choose other free books by Bowditch, N. I. (Nathaniel Ingersoll), 1805-1861 to read onlineMoreLess
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