Philosophiae Naturalis Principia Mathematica 1
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Annuli quoque inclinatio variabitur, (') et axis ejus singu- lis revolutionibus oscillabitur, completâque revolutione ad pristinum situm redibit, nisi quâtenus per praecessionem nodorum circumfertur.
Corol. 19. Fingas jam globum corporis T, ex materiâ non fluida con- stantem, ampliari et extendi usque ad hune annulum, et alveo per circui- tum excavato continere aquam, motuque eodem periodico circa axem suum uniformiter revolvi. Hic liquor per vices acceleratus et retardatus (ut in superiore cor...ollario) (^) in syzygiis velocior erit, in quadraturis tardior quam superficies globi, et sic fluet in alveo refluetque ad modum maris.
Aqua, revolvendo circa globi centrum quiescens, si tollatur attractio cor- poris S, nullum acquiret motum fluxus et refluxus. (') Par est ratio glo- bi uniformiter progredientis in directum, et interea revolventis circa cen- trum suum (per legum Corol. 5.) ut et globi de cursu rectilineo unifor- miter tracti, (per legum Corol. 6.) Accédât autem corpus S, et ab ij sius inaequabili attractione mox turbabitur aqua.
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To quickly assess the difficulty of the text, read a short excerpt:
Annuli quoque inclinatio variabitur, (') et axis ejus singu- lis revolutionibus oscillabitur, completâque revolutione ad pristinum situm redibit, nisi quâtenus per praecessionem nodorum circumfertur.
Corol. 19. Fingas jam globum corporis T, ex materiâ non fluida con- stantem, ampliari et extendi usque ad hune annulum, et alveo per circui- tum excavato continere aquam, motuque eodem periodico circa axem suum uniformiter revolvi. Hic liquor per vices acceleratus et retardatus (ut in superiore cor...ollario) (^) in syzygiis velocior erit, in quadraturis tardior quam superficies globi, et sic fluet in alveo refluetque ad modum maris.
Aqua, revolvendo circa globi centrum quiescens, si tollatur attractio cor- poris S, nullum acquiret motum fluxus et refluxus. (') Par est ratio glo- bi uniformiter progredientis in directum, et interea revolventis circa cen- trum suum (per legum Corol. 5.) ut et globi de cursu rectilineo unifor- miter tracti, (per legum Corol. 6.) Accédât autem corpus S, et ab ij sius inaequabili attractione mox turbabitur aqua.
What to read after Philosophiae Naturalis Principia Mathematica 1?
You can find similar books in the "Read Also" column, or choose other free books by Newton, Isaac, Sir, 1642-1727 to read onlineMoreLess
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