Navigation and nautical astronomy, Part 1 |
From inside the book
Page 127
Mark the zenith distance north or south according as the zenith is north or south of the planet . 5. Proceed then as in Rule XXVIII . , Art . 5 . > EXAMPLE November 20 , 1853 , at 6h 18m A.M. , mean time nearly ...
Mark the zenith distance north or south according as the zenith is north or south of the planet . 5. Proceed then as in Rule XXVIII . , Art . 5 . > EXAMPLE November 20 , 1853 , at 6h 18m A.M. , mean time nearly ...
What people are saying - Write a review
We haven't found any reviews in the usual places.
Other editions - View all
Common terms and phrases
24 hours Answers apparent altitude apply astronomical called celestial chronometer showed circle compass course course and distance deviation diff difference of latitude direction dist earth east equation error EXAMPLES feet given greater Greenwich date Greenwich mean noon haversines head heavenly body height of eye horizon hour angle index correction July June longitude lower limb March mean sun mean time nearly method miles minutes moon moon's names Nautical Almanac observed altitude observed meridian altitude pass pole reduce rejecting remainder required the latitude required the true result right ascension Rule sailed semi semidiameter ship mean sidereal solar star Star's subtract Sun's declination supposed taken true altitude true bearing true course true difference true distance variation vers zenith distance
Popular passages
Page 12 - Fig. 3) loaded on the circular side with lead sufficient to make it swim upright in the water: to this is fastened a line about 150 fathoms long, called the Log-line, which is divided into certain spaces called knots, and is wound on a reel (see Plate VI.
Page 54 - ... consequence of the whirling motion of the earth about its axis, the parts near the equator, which have the greatest velocity, acquire thereby a greater distance from the centre than the parts near the poles.
Page 60 - The hour angle of a heavenly body, is the angle at the pole between the celestial meridian and the circle of declination passing through the place of the body ; thus, zpx is the hour angle of x.
Page 59 - The right ascension of a heavenly body is the arc of the equator, intercepted between the first point of Aries and the circle of declination, passing through the place of the...
Page 61 - The apparent solar day is the interval between two successive transits of the sun's centre over the same meridian.
Page 63 - Mean Solar Day is the interval between two successive transits of the mean sun over the same meridian ; it begins when the mean sun is on the meridian.
Page 13 - ... ascertained at sea by observing the magnetic bearing of- the sun when in the horizon, or at a given altitude abo-ve it. From this observation the true bearing is found by rules given in nautical astronomy. The difference between the true bearing and the observed bearing by compass determines this correction.
Page 258 - W., and at the same time the observed altitude of the sun's lower limb was 21° 40' 45", the index correction was — 2' 18", and the height of the eye above the sea was 14 feet : required the variation.
Page 199 - To the hour angle thus found, add the star's right ascension; and from the sum, increased if necessary by 24 hours, subtract the right ascension of the mean sun ; the remainder is mean time at the place at the instant of observation.
Page 54 - ... path of the sun as seen from the Earth, and is called the Ecliptic. The plane of the Earth's equator, extended till it meets the concave surface of the heavens, forms what is called the Celestial Equator, or the Equinoctial. The ecliptic and the equinoctial form an angle of 23° 28', and this angle is called the Obliquity of the Ecliptic. The axis of the Earth, therefore, instead of being perpendicular to the plane of its orbit, is inclined to it at an angle of (90° — 23° 28') 66° 32'.
Bibliographic information
| Title | Navigation and nautical astronomy, Part 1 Navigation and nautical astronomy, Henry William Jeans |
| Author | Henry William Jeans |
| Publisher | Longman, Brown, Green, and Longmans, 1858 |
| Original from | Oxford University |
| Digitized | 8 Sep 2006 |
| Export Citation | BiBTeX EndNote RefMan |