Leveling Computations - Christian Brothers Universityfacstaff.cbu.edu/~gmcginni/classes/CE 115 Field...
Transcript of Leveling Computations - Christian Brothers Universityfacstaff.cbu.edu/~gmcginni/classes/CE 115 Field...
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Leveling Computations
Chapter 5
Adjustments of Level Circuits
Level Circuits can be adjusted based on the lengths of lines leveled or the number of setups between benchmarks.
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Adjustments of Level Circuits
100.24A
-7.310.5
3.0
107.55D
-8.470.8
116.02C
+5.420.7
110.60B
+10.601.0
100.00A
ΔElevationElevationDistance (mi)BM
Misclosure = + 0.24’
Adjustments of Level Circuits
A
0.5/3.0(-0.24) = -0.040-7.310.5
-0.243.0
D
0.8/3.0(-0.24) = -0.064-8.470.8
C
0.7/3.0(-0.24) = -0.056+5.420.7
B
1.0/3.0(-0.24) = -0.080+10.601.0
A
AdjustmentΔElevationDistance (mi)BM
Misclosure = + 0.24’
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Adjustments of Level Circuits
100.00A
-7.31 – 0.04 = -7.35-0.04
0.00-0.24
107.35D
-8.47 – 0.06 = -8.53-0.06
115.88C
5.42 - 0.06 = 5.36-0.06
110.52B
10.60 - 0.08 = 10.52-0.08
100.00A
Adjusted Elevation
Adjusted ΔElevation
AdjustmentBM
Adjustments of Level CircuitsAdjusted Level Circuit:
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Reciprocal Leveling
Used when leveling across rivers, lakes and canyons.
Reciprocal Leveling
Multiple Rod Readings are determined across river, lake or canyon.
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Reciprocal Leveling Example
3.956.52
3.976.51
3.965.486.538.06
F.S. to AB.S. to BF.S. to BB.S. to A
At Point YAt Point X
Reciprocal Leveling across a wide river gives the following rod readings in feet:
The elevation of point X is 5,000.00’. Compute the misclosure and elevation of point Y.
Reciprocal Leveling Example
Average = 3.96Average = 6.52
3.956.52
3.976.51
3.965.486.538.06
F.S. to AB.S. to BF.S. to BB.S. to A
At Point YAt Point X
At Point X: 8.06 – 6.52 = 1.54’ At Point Y: 5.48 – 3.96 = 1.52’
Misclosure = 1.54 – 1.52 = 0.02’ Average difference =
Elevation of Y = 5,000.00 – 1.53 = 4,998.47’
1.54 1.522+