The Elements of Astronomy: Or, The World as it Is, and as it AppearsCrocker and Brewster, 1850 - 376 pages |
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Page 14
... perpendicular to its plane . IIence every secondary bisects its great cicle . If it passes through the poles of two great circles , it is perpendicular to each of them and bisects them both . And conversely , if one great circle be ...
... perpendicular to its plane . IIence every secondary bisects its great cicle . If it passes through the poles of two great circles , it is perpendicular to each of them and bisects them both . And conversely , if one great circle be ...
Page 15
... perpendicular to one of two par- allel planes is perpendicular to the other likewise . Two parallel circles cannot both of them pass through the cen- tre of the sphere ; that is , they cannot both be great cir- cles of the sphere . If ...
... perpendicular to one of two par- allel planes is perpendicular to the other likewise . Two parallel circles cannot both of them pass through the cen- tre of the sphere ; that is , they cannot both be great cir- cles of the sphere . If ...
Page 16
... perpendicular , or at right angles to it . The terms acute and obtuse are likewise applied to spherical angles . Circles are thus said to make right , acute , or obtuse an- gles with one another . And we may measure this angle by the ...
... perpendicular , or at right angles to it . The terms acute and obtuse are likewise applied to spherical angles . Circles are thus said to make right , acute , or obtuse an- gles with one another . And we may measure this angle by the ...
Page 17
... perpendicular to a radius of the circle drawn to the point of contact . A tangent to a sphere has only one point in common with the sphere . A plane is tangent to a sphere when it touches its sur- face only at one point . Owing to the ...
... perpendicular to a radius of the circle drawn to the point of contact . A tangent to a sphere has only one point in common with the sphere . A plane is tangent to a sphere when it touches its sur- face only at one point . Owing to the ...
Page 18
... perpendicular to the earth's axis , and passing through its centre . The terrestrial meridian of a place on the earth's sur face is a great circle passing through both the poles and through the place . § 14. The latitude of a place on ...
... perpendicular to the earth's axis , and passing through its centre . The terrestrial meridian of a place on the earth's sur face is a great circle passing through both the poles and through the place . § 14. The latitude of a place on ...
Other editions - View all
The Elements of Astronomy, Or the World as It Is, and as It Appears (Classic ... Anna Cabot Lowell No preview available - 2016 |
Common terms and phrases
aberration altitude angular aphelion appear ascertained astronomical atmosphere attraction axis body called cause celestial centre of gravity centrifugal force circle cluster comet constellations curve degree density described diameter direction disc distance disturbing double star earth earth's surface eccentricity ecliptic equal equator equatorial equinoctial feet fixed stars globe greater heat heavens hemisphere horizon illuminated inclined increase inequalities Jupiter Jupiter's latitude length less light longitude lunar mass mean measure meridian miles minutes moon moon's move nearer nearly nebulous nodes nutation object obliquely observed parallax parallel passes perigee perihelion period perpendicular planets polar pole portion position proper motion proportion radius rays refraction revolution revolve right angles right ascension rise rotation satellites Saturn seen shadow side sidereal sidereal day solar eclipse solar system space sphere spherical sun's suppose telescope tion Uranus vapor variations velocity Venus vernal equinox vertical visible whole zenith
Popular passages
Page 344 - ... that the mean longitude of the first satellite, minus three times that of the second, plus twice that of the third, is always equal to two right angles.
Page 37 - Now, suppose the head of the screw to be a circle, whose diameter is an inch, the circumference of the head will be something more than three inches : this may be easily divided into a hundred equal parts distinctly visible. If a fixed index be presented to this graduated circumference, the hundredth part of a revolution of the screw may be observed, by noting the passage of one division of the head under the index. Since one entire revolution of the head moves the point through the fiftieth of an...
Page 213 - Observer' at a salary of 100£ per annum, his duty being 'forthwith to apply himself with the most exact care and diligence to the rectifying the tables of the motions of the heavens and the places of the fixed stars, so as to find out the so much desired longitude of places for the perfecting the art of navigation.
Page 22 - The Latitude of a star is its angular distance from the ecliptic measured on a circle of latitude.
Page 13 - A sphere is a solid terminated by a curved surface all the points of which are equally distant from a point within called the centre.
Page 272 - The radial force, or that part of the disturbing force which acts in the direction of the line joining the centres of the sun and disturbed planet, has no effect on the areas, but is the cause of periodical changes of small extent in the distance of the planet from the sun. It has already been shown, that the force producing perfectly elliptical motion varies inversely as the square of the distance, and...
Page 13 - The radius of a sphere, is a straight line drawn from the center to any point of the surface.
Page 38 - Now, the arc of a circle, subtended by one second, is less than the 200,000th part of the radius, so that on a circle of 6 feet in diameter it would occupy no greater linear extent than part of an inch ; a quantity requiring a powerful microscope to be discerned at all.
Page 268 - But such a personification of "force" is a remnant of barbaric thought, in no wise sanctioned by physical science. When astronomy speaks of two planets as attracting each other with a " force " which varies directly as their masses and inversely as the squares of their distances...
Page 131 - It is, therefore, partly to this cause, and partly to those we have developed above, that the slight deviations we now perceive must be attributed. " Such is a summary of the hypothesis of La Place on the origin of the solar system. This hypothesis explains, in the most satisfactory manner, the three most remarkable phenomena presented by the planetary motions. " 1st. The motion of the planets in the same direction, and nearly in the same plane.