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348 March 2012 CE 316 Digital Mapping and Earthwork CHAPTER 10 www.terrainmap.com/rm22.html

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Page 1: CHAPTER 10 Digital Mapping and Earthwork - U of S … 316 CH 10...Digital Mapping and Earthwork CHAPTER 10 349 10.1 Introduction 350 ... Ground control is a link between photos and

348

March 2012

CE 316

Digital Mapping and Earthwork

CHAPTER 10

www.terrainmap.com/rm22.html

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349

10.1 Introduction

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350

With a single photograph, X,Y data can be extracted after the photo has

been rectified.

10.2.1 Rectified Photograph

If this tilt can be eliminated, a rectified image, which is essentially a

map, is the result.

.

Where f is the camera’s focal length

AB and DE are equal distances apart

Vertical

Photo

f

H

Tilted

Photo

E D

10.2 Single Images

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351

scaled replica of a terrain that has been photographed from two or

more points of view so that the resulting image can be viewed in 3D.

Each photo has 6 degrees of freedom, position and rotation along the

X, Y, and Z axis. These 12 elements are recovered with the orientation.

Interior orientation. Accomplished by the proper placement of the film in

the projector.

Relative orientation, where the stereomodel is established at an

unknown scale. The two projections are aligned relative to each other

using ground points that appear on both images. This fixes 5 of the

elements of one of the pictures (all but the distance the projectors are

apart.

10.3 Stereomodel

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352

10.3.1 Digital Elevation Maps

Surface terrain is represented as a network of points of known X, Y, and

Z coordinates.

These are created by digitizing a rectified image, and using a series of

known control points to find the absolute coordinates of points on the DEM.

10.3 Stereomodel

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353

10.3.2 Orthophotography

10.3 Stereomodel

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354

contours: a line of constant elevation on the ground surface.

Triangulated Irregular Network (TIN): Uses a DTM to create a view of the

terrain.

10.4 Contours and Contour Lines

Computer generated

contours

Triangulated irregular

network (TIN)

Hachures

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355 Digital Elevation Map: example

10.4 Contours and Contour Lines

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356

Digital Elevation Map: example 2

10.4 Contours and Contour Lines

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357

10.4.1 Topographic Map Construction

Project Specifications.

Accuracy

contents of map

Aerial Cameras

Specially designed precise equipment

Photo Control Survey

Ground control is a link between photos and the earth’s surface

Aerial Photography

must be done on a clear day

2D information can be obtained by 1 photo

Overlapping photos are needed to extract 3D information

standard overlap is 60%, 80% for orthophotos

10.4 Contours and Contour Lines

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358

Analytical Aerotriangulation

position of control points are measured

with this information, the position and orientation of each

camera when the picture was taken, can be found.

After this, the ground coordinates of any point can be computed

Stereo Data Capture

Stereoplotters allow the user to view the photo in 3D and to input

the X,Y, and Z points into the computer.

Planimetric data: feartures such as buildings, roads, rivers, etc.

Topographic data: breaklines, profiles, etc.

Product Generation

processing digital data into a useful product

planimetric map overlayed on an orthophoto

TIN

10.4.1 Topographic Map Construction

10.4 Contours and Contour Lines

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359 Example: Mount Washington

Placement of ground control points

10.4.1 Topographic Map Construction

10.4 Contours and Contour Lines

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10.4.2 Sample GPS Data

Station ID: 3029 Session #: 274-0 Feb 11, 19116 06:28

Reference Position - NOT SPECIFIED:

Lat. = 0:00'00.000" N Long.= 0:00'00.000" W Height = 0.0 [meters]

Antenna height = 0.0000 [meters] (entered in the field in meters

Receiver serial # = 20103029

Antenna serial # = 20103029 (entered in the office)

NP Software = 2.50 SP Software = 0.11 Download Software = 3.11.01

Survey schedule: UNSPECIFIED

Data-logging start time = 17:44

Data-logging stop time = 22:02

SV Selection mode = AUTOMATIC

Elevation mask = 15 [degrees] Minimum # of SVs = 4

Survey sync rate = 15.0 [sec]

3D Position Best PDOP Position [ 1.8] Mean Position [15430]

Latitude: 49:46'20.04903" N 49:46'21.83974" N

Longitude: 125:17'55.75241" W 125:17'55.95814" W

Height [m]: 1214.9 1193.8

2D Position Position not available

10.4 Contours and Contour Lines

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361

10.4 Contours and Contour Lines

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362

10.4 Contours and Contour Lines

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363

10.4 Contours and Contour Lines

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364

Planimetric map overlayed on an orthophoto of Mt Washington

10.4 Contours and Contour Lines

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365 Topographic map of area

10.4 Contours and Contour Lines

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366 Selected Cross Section

10.4 Contours and Contour Lines

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367

10.4 Contours and Contour Lines

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Example at the Lanigan Mine The Slurry wall centerline was surveyed twice, first using the Mine’s

datum which was tied into a bench mark in 1967. The second survey was

tied into another benchmark near the mine in the summer of 1999. The

two elevations differed as shown in the graph below.

Slurry Wall Centerline Elevations

526527528529530531532533

0+70

0CL

0+90

0CL

1+10

0CL

1+30

0CL

1+50

0CL

1+70

0CL

Station

Ele

vati

on

(m

)

Atlis Datum

Mine Datum

10.4 Contours and Contour Lines

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Surveying on a construction site is used to:

establish a system of markers in plan and

elevation from which measurement of earthwork

and structures can be taken

making measurements necessary to verify the

location of existing construction and to determine the

volume of work preformed.

10.5 Construction Survey

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370

10.5.1 Placement of Slope Stakes

By method of slope distance

A sighting is taken at A where AB equals the instrument height

10.5 Construction Survey

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371

The difference in elevation between point A and D is

V = I • sin a

The distance between the points is:

D = I • cos a

d(calc) = w/2 + s(c +/- V) or w/2 + s(f +/- V)

where:

• (c + V) is used for an uphill sight

• (c - V) is used for a downhill sight

• c is the cut at the centerline

• f is the fill at the centerline

When the calculated value of d equals the d obtained by field

measurements, the correct position for slope stakes has been found.

10.5.1 Placement of Slope Stakes

10.5 Construction Survey

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BY END AREAS

Where:A1 and A2 are the

end areas

Error in this formula is

usually insignificant in

comparison to the volume of

earthwork.

10.5.2 Cut and Fill Volumes

10.5 Construction Survey

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373

BY PRISMOIDAL FORMULA

6

AA4ALV 2m1

Where Am is the area of the section

midway between A1 and A2

This formula can be used if more precise values are needed.

10.5.2 Cut and Fill Volumes

10.5 Construction Survey