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This historic book may have numerous typos and missing text. Purchasers can download a free scanned copy of the original book (without typos) from the publisher. Not indexed. Not illustrated. 1912 Excerpt: ...plotted in d (870). From D the observer sights E and locates e as prescribed for locating C above. ERRORS AND THEIR ADJUSTMENT. The difference in this position of e, and its position as formerly located by triangulation (d) is the accumulated error of the traverse. This error for traverses of 1 to 2 miles would usually be less than 20 feet. An error of 20 feet on the scale of 6"= 1 mile is J inch and negligible in such filling in 44 work. If the error is large enough to represent as much as J inch it is distributed among the last few courses as follows, figure 89 (b): A line a' e' is laid off equal in length to a c-f-c d--d e. At e', a line e' e" is drawn perpendicular to a' e' and equal in length to the error e ex. e" and a' are joined by a straight line, and d'd", c' c" are drawn parallel to e' e". d'd" and c' c" are the amounts to scale of the corrections respectively at d and c. At c and d draw lines parallel to e ex, and equal respectively to c ' c" and d'd", thus locating the adjusted positions of the stations c, d, etc., at Cx, di, etc. As will be observed, the adjustment at any station is proportional to the distance of that station from the first station a, and assumes that the error xeas accumulated gradually throughout the traverse. If the elevation of e as determined by the traverse is not equal to that of ex, the elevation of the traverse station may be adjusted in exactly the same way. In this case e' e'" would be taken equal to the error of elevation on any convenient scale. Suppose the elevation of e is (920), of d is (870). Then lay off e' e"'=50 feet. Assume a scale of inch=50ft. Then e' e"'=i inch, d'd'" =.28 inch =.28 X100 ft.=28.00 feet. If such an adjustment is neces...
- Published on: 1912-01-01
- Dimensions: 8.50" h x .89" w x 5.50" l,
- Binding: Paperback
- 392 pages
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