A Treatise on Surveying, Volume 2Spon, 1902 |
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Page vi
... high and low water respectively . To have explained the operation of deducing tidal constants from observed data would have been beyond the scope of this work . Even were the surveyor to perform this operose work , the results would be ...
... high and low water respectively . To have explained the operation of deducing tidal constants from observed data would have been beyond the scope of this work . Even were the surveyor to perform this operose work , the results would be ...
Page vii
... high and low water without the use of a tide - predicting machine , of which but two or three exist . The proper course for the surveyor to pursue , therefore , is to place the observations in the hands . of an expert , one who has not ...
... high and low water without the use of a tide - predicting machine , of which but two or three exist . The proper course for the surveyor to pursue , therefore , is to place the observations in the hands . of an expert , one who has not ...
Page xv
... large streams 234 Types of Floats · • 235 223 Current Meters or Floats . 235 Example . 237 226 • Practical ... High and Low Water Tidal Establishment Statistical Theory of Tidal Movements Moon's Effect on Tides Sun's Combined ...
... large streams 234 Types of Floats · • 235 223 Current Meters or Floats . 235 Example . 237 226 • Practical ... High and Low Water Tidal Establishment Statistical Theory of Tidal Movements Moon's Effect on Tides Sun's Combined ...
Page 199
... water boils with the hypsometer , the same calculations have to be made in order to work out the relative heights at ... high refinement in the formula for computing barometric heights , still , fair results can be attained if the limits ...
... water boils with the hypsometer , the same calculations have to be made in order to work out the relative heights at ... high refinement in the formula for computing barometric heights , still , fair results can be attained if the limits ...
Page 223
... large head ( vide fig . 80 ) . ( 4 ) Apron adhering at crest but detached beneath ( vide fig . 81 ) . ( 5 ) Apron ... high tail - water ( vide fig . 78 ) . Reliable results cannot be obtained under any of the circumstances described ...
... large head ( vide fig . 80 ) . ( 4 ) Apron adhering at crest but detached beneath ( vide fig . 81 ) . ( 5 ) Apron ... high tail - water ( vide fig . 78 ) . Reliable results cannot be obtained under any of the circumstances described ...
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Common terms and phrases
accuracy adjustment altitude astronomical azimuth band base C₁ calculated celestial celestial pole central angle chain chord chronometer circle computation convergence Corr correction cos² curve declination determined direction earth equal equator error feet fixed stars formula given graduated Greenwich height high water horizontal hour angle inches instant instrument intersection intervals latitude length longitude lunar mark mean measured meridian method micrometer miles moon nautical nautical miles necessary noon notch observations obtained ordinary parallel perpendicular plane plane-table plotted plumb-line point of Aries polar axis pole position prime vertical radius readings reduced Refraction right angles right ascension scale screw sextant side sidereal solar soundings sphere spherical excess spherical triangle spherical trigonometry staff stations straight subtended survey surveyor tacheometer taken tangent points tangential angle telescope temperature theodolite tide tide-gauge transit upper velocity vertical angles vide fig zenith distance
Popular passages
Page 136 - ... the column directs the manner in which it is to be applied to mean time to obtain the apparent time. The equation of time, as given on page II, is the apparent time of mean noon; and is equivalent to the hour-angle of the true sun at the instant of mean noon. The sidereal time of mean noon is also the right ascension of the mean sun at Greenwich mean noon.
Page 147 - Ocean, the first thing which strikes us is, that, the north-east and south-east monsoons, which are found the one on the north and the other on...
Page 79 - Having given two sides and the included angle, or two angles and the included side.
Page 69 - ... often takes many hours) before it can be considered fit for use ; and, if this precaution be not attended to, the whole E of the work, after having set very hard on the surface, cracks and becomes a friable mass, from the slaking of the refractory particles after the body of the concrete has set. The reader is referred, for further information on this subject, to the volume of this series on " Foundations and Concrete Works.
Page 44 - Where each day's work left off, a fine plumb-line was suspended to mark it off, the plummet vibrating in a brass cup, sunk in the ground and filled with water. In 1791, when the work of the Ordnance Survey was resumed, it was decided to re-measure this base with a steel chain. Two chains of 100 feet in length were prepared by Pamsden. Each chain consisted of 40 links, half an inch square in section, with brass handles flat on the under side, a transverse line on each handle marking the length of...
Page 88 - A, and therefore the latitude of a place is equal to ' the altitude of the cdatial pole as observed at that place.
Page 78 - That is, the sines of the sides of a spherical triangle are proportional to the sines of the opposite angles.
Page 59 - It is equal to half the angle which the chord subtends at the centre of the circle of which the curve is an arc, or if PC be a whole chord of 100 feet, half the degree of curve. The 'deflection angle
Page 45 - The lines defining the yard are in the axis of the bar. The length of the bar is that at 62° F., and is fixed by Act of Parliament which declares that " the pendulum vibrating seconds of time in a vacuum in the latitude of London, at the level of the sea, is 39-1393 inches of the standard, and that the yard shall be in the proportion of 36 to 39-1393 inches.
Page 75 - It jis usual, and convenient, to assume that the three intersecting planes are bounded by a ' spherical surface' of unit radius, having its centre at the common point 'of intersection. The three planes therefore, cut the bounding sphere in great circles. (A great circle is the intersection of the surface of a sphere with a plane passing through the centre. Its radius is therefore, equal to that of the sphere, ride Part I.).