Tables for the Computation of Railway And Other Earthwork
Tables for the Computation of Railway And Other Earthwork
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correction = (^ — ^ ) ( zt/ — 7v) — ^^ ( 18) 3 X 54 where, as in Pig. 4 and eq. (7), ^ and c^ are the center heights and w and w' are the total widths.
This correction is to be added to the approximate volume found by end areas ; it disappears when the center heights, or the widths, are equal, and it can often be neglected without computation when inspection shows one of the factors very small.
20. Five-level Ground. — The intermediate heights having been taken over (or under) the edges of the ...roadbed. In \ 8, see Pig. 5, each section was divided into three triangles, one having the distance to the left slope stake, yj, for base, and the height over the left edge of the roadbed, Z^, for altitude, the second the corresponding dimen- sions, /r, /r> ^^ ^^ nght, and the third the width of roadbed and the center height. Applying (2), and remembering that since the width of roadbed is the same at both ends, the correction for the third triangle will be zero : Pris.correction = r(/,-AO(//-/i)+(^-^/)(//-/r)l^?- (19) L .
What to read after Tables for the Computation of Railway And Other Earthwork?
You can find similar books in the "Read Also" column, or choose other free books by C L Charles Lee Crandall to read onlineMoreLess
To quickly assess the difficulty of the text, read a short excerpt:
correction = (^ — ^ ) ( zt/ — 7v) — ^^ ( 18) 3 X 54 where, as in Pig. 4 and eq. (7), ^ and c^ are the center heights and w and w' are the total widths.
This correction is to be added to the approximate volume found by end areas ; it disappears when the center heights, or the widths, are equal, and it can often be neglected without computation when inspection shows one of the factors very small.
20. Five-level Ground. — The intermediate heights having been taken over (or under) the edges of the ...roadbed. In \ 8, see Pig. 5, each section was divided into three triangles, one having the distance to the left slope stake, yj, for base, and the height over the left edge of the roadbed, Z^, for altitude, the second the corresponding dimen- sions, /r, /r> ^^ ^^ nght, and the third the width of roadbed and the center height. Applying (2), and remembering that since the width of roadbed is the same at both ends, the correction for the third triangle will be zero : Pris.correction = r(/,-AO(//-/i)+(^-^/)(//-/r)l^?- (19) L .
What to read after Tables for the Computation of Railway And Other Earthwork?
You can find similar books in the "Read Also" column, or choose other free books by C L Charles Lee Crandall to read onlineMoreLess
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