## The Mathematical Principles of Natural Philosophy, Volume 3 |

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The Mathematical Principles of Natural Philosophy: In Three Volumes, Volume 2 Isaac Newton Visualizzazione completa - 1803 |

The Mathematical Principles of Natural Philosophy, Volume 1,Edizione 1 Isaac Newton Visualizzazione completa - 1803 |

The Mathematical Principles of Natural Philosophy, Volume 1 Isaac Newton Visualizzazione completa - 1803 |

### Parole e frasi comuni

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### Brani popolari

Pagina 22 - Whence a sphere of one foot in diameter, and of a like nature to the earth, would attract a small body placed near its surface with a force...

Pagina 4 - ... or more miles, or rather as many semidiameters of the earth, those bodies, according to their different velocity, and the different force of gravity in different heights, will describe arcs either concentric with the earth, or variously eccentric, and go on revolving through the heavens in those...

Pagina 38 - ... same tide, divided into two or more succeeding one another, may compound new motions of different kinds. Let us suppose two equal tides flowing towards the same port from different places...

Pagina 20 - ... upon all the gold to the action of the same upon all the wood; that is, as the weight of the one to the weight of the other: and the like happened in the other bodies. By these experiments, in bodies of the same weight, I could manifestly have discovered a difference of matter less than the thousandth part of the whole, had any such been.

Pagina 3 - We may therefore suppose the velocity to be so increased, that it would describe an arc of 1, 2, 5, 10, 100, 1000 miles before it arrived at the earth, till at last, exceeding the limits of the earth, it should pass into space without touching it.

Pagina 37 - Bristol do not differ much more one from the other than by the height of a foot or 15 inches, and that the greatest tides of all at those ports are not the first but the third after the syzygies. And, besides, all the motions are retarded in their passage through shallow channels, so that the greatest tides of all, in some straits and mouths of rivers, are the fourth or even the...

Pagina 5 - Boulliau have, with great care (p, 404), determined the distances of the planets from the sun; and hence it is that their tables agree best with the heavens. And in all the planets, in Jupiter and Mars, in Saturn and the earth, as well as in Venus and Mercury, the cubes of their distances are as the squares of their periodic times; and therefore (by Cor.

Pagina 3 - ... a stone that is projected is by the pressure of its own weight forced out of the rectilinear path, which by the initial projection alone it should have pursued, and made to describe a curved line in the air; and through that crooked way is at last brought down to the ground; and the greater the velocity is with which it is projected, the farther it goes before it falls to the earth. We may therefore suppose...

Pagina 34 - ... the luminaries their forces will be conjoined and bring on the greatest flood and ebb. In the quadratures the sun will raise the waters which the moon depresses, and depress the waters which the moon raises, and from the difference of their forces the smallest of all tides will follow. And because (as experience tells us) the force of the moon is greater than that of the sun, the greatest height of the waters will happen about the third lunar hour.

Pagina 36 - ... be less than the preceding flood in F. For the whole sea is divided into two hemispherical floods, one in the hemisphere KH£ on the north side, the other in the opposite hemisphere Khk; which we may therefore call the northern and the southern floods. These floods, being always opposite the one to the other, come by turns to the meridians of all places, after an interval of 1 2 lunar hours.