Differential Leveling A Importance of Leveling 1 The

Differential Leveling A. Importance of Leveling 1. The determination of elevations is called leveling 2. Measuring relative elevations changes is a comparatively simply process 3. Precise and accurate control of relative elevations are critical to most construction projects

The Level A level consist of a high-powered telescope The level is attached to a spirit or bubble level that keeps the line of sight of the telescope horizontal

Level Instrument

Leveling staff Types: 1. Self reading A. Solid staff B. Folding staff 2. Target staff

Level Instrument-Wye level

Differential Leveling Definitions 1. Bench mark (BM) - relatively permanent point of known elevation BS = 6. 32 ft HI = 106. 32 ft Point A FS = 3. 10 ft Point B Elevation = 103. 22 m Starting point (elevation 100. 00 m)

Differential Leveling Definitions 2. Backsight (BS) - a sight taken to the level rod held at a point of known elevation (either a BM or TP) BS = 6. 32 ft HI = 106. 32 ft Point A FS = 3. 10 ft Point B Elevation = 103. 22 m Starting point (elevation 100. 00 m)

Differential Leveling Definitions 3. Height of instrument (HI) - the elevation of the line of sight of the telescope BS = 6. 32 m HI = 106. 32 m Point A FS = 3. 10 m Point B Elevation = 103. 22 m Starting point (elevation 100. 00 m)

Differential Leveling Definitions 4. Foresight (FS) - a sight taken on any point to determine its elevation BS = 6. 32 ft HI = 106. 32 ft Point A FS = 3. 10 ft Point B Elevation = 103. 22 ft Starting point (elevation 100. 00 ft)

Differential Leveling D. Computation of Elevations BS 12. 64 BM 1 1. BS + Elevation = HI Elevation 100. 00 Point BM 1 BS 12. 64 HI 112. 64 FS Elevation 100. 00

Differential Leveling Computation of Elevations BS 12. 64 FS 3. 11 BM 1 Elevation 100. 00 Point BM 1 TP 1 2. HI - FS = Elevation TP 1 BS 12. 64 HI 112. 64 FS 3. 11 Elevation 100. 00 109. 53

Differential Leveling Computation of Elevations BS 12. 64 FS 3. 11 BS 10. 88 BM 1 TP 1 Elevation 100. 00 Point BM 1 TP 1 BS 12. 64 10. 88 HI 112. 64 120. 41 FS 3. 11 Elevation 100. 00 109. 53

Differential Leveling Computation of Elevations BS 12. 64 FS 3. 11 BS 10. 88 FS 2. 56 TP 2 BM 1 TP 1 Elevation 100. 00 Point BM 1 TP 2 BS 12. 64 10. 88 HI 112. 64 120. 41 FS 3. 11 2. 56 Elevation 100. 00 109. 53 117. 85

Differential Leveling Computation of Elevations BS 12. 64 FS 3. 11 BS 10. 88 FS 2. 56 TP 2 BM 1 TP 1 Elevation 100. 00 Point BM 1 TP 2 BS 9. 72 BS 12. 64 10. 88 9. 72 HI 112. 64 120. 41 127. 57 FS 3. 11 2. 56 Elevation 100. 00 109. 53 117. 85

Differential Leveling Computation of Elevations BS 12. 64 FS 3. 11 BS 10. 88 FS 2. 56 FS 3. 10 BM 2 TP 2 BM 1 TP 1 Elevation 100. 00 Point BM 1 TP 2 BM 2 BS 9. 72 BS 12. 64 10. 88 9. 72 HI 112. 64 120. 41 127. 57 FS 3. 11 2. 56 3. 10 Elevation 100. 00 109. 53 117. 85 124. 47

Differential Leveling Computation of Elevations BS 12. 64 FS 3. 11 BS 10. 88 FS 2. 56 FS 3. 10 BM 2 TP 2 BM 1 TP 1 Elevation 100. 00 Point BM 1 TP 2 BM 2 BS 9. 72 BS 12. 64 10. 88 9. 72 HI 112. 64 120. 41 127. 57 FS 3. 11 2. 56 3. 10 Elevation 100. 00 109. 53 117. 85 124. 47

Differential Leveling Computation of Elevations 3. Change in elevation- summation of the backsight and the foresight then subtract Point BM 1 TP 2 BM 2 BS 12. 64 10. 88 9. 72 +33. 24 HI 112. 64 120. 41 127. 57 FS 3. 11 2. 56 Elevation 100. 00 109. 53 117. 85 3. 10 124. 47 -8. 77 Change in elevation = 33. 24 -8. 77 =24. 47

Differential Leveling 4. The initial backsight (BS) is taken to a point of known elevation 5. The backsight reading is added to the elevation of the known point to compute the height of the instrument (HI) 6. The level may be moved to a temporary point called a turning point (TP) 7. The elevation of a point is the height of the instrument (HI) minus the foresight (FS)

Differential Leveling Computation of Elevations - Group Problem z Prepare a set of level notes for the survey illustrated below. What are the elevations of points TP 1 and TP 2? BS 1. 27 BM FS 4. 91 BS 2. 33 FS 6. 17 Elevation 356. 68 TP 1 TP 2

Differential Leveling Computation of Elevations - Group Problem BS 1. 27 FS 4. 91 BS 2. 33 BM FS 6. 17 Elevation 356. 68 TP 1 Point BM 1 TP 2 BS 1. 27 2. 33 +3. 60 HI 357. 95 355. 37 FS 4. 91 6. 17 -11. 08 Elevation 356. 68 353. 04 349. 20 -7. 48 TP 2