# Category: Surveying

Surveying is the art of making measurements of objects on, above or beneath the ground to show their relative positions on paper. The relative position required is either horizontal, or vertical, or both. Less precisely the term Surveying is used to the measurement of objects in their horizontal positions. Measurements to deteremine their relative vertical positions is known as levelling.

# Category: Surveying Surveying Worked example in setting out

The purpose of conducting a traverse of the type described in Appendix E would typically be to establish additional local control points, in order to set out specified points for construction work. Suppose now that it is required to set out a foundation point X at the co-ordinates (544,850.000E, 257,200.000N) to high accuracy. The accepted co-ordinates of the nearby stations

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# Category: Surveying Surveying Worked examples in adjustment

E.1 Bowditch adjustment This example shows how the Bowditch calculation sheet, introduced in Chapter 10, is used in a simple traverse to fix the positions of two unknown points (C and D, in Figure E.1). The scheme of observations is as shown in Figure E.1, with stations A, B, E and F having known co-ordinates. Note that this is not

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# Category: Surveying Glossary of Surveying

Alidade bubble The bubble (usually a split bubble) used to set the vertical circle, usually so that the zero degree marker is pointing directly upwards. Backlash The looseness or ‘play’ in a piece of mechanism which means that not all parts of the mechanism are always in the same place when one part of it is moved to a particular

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# Category: Surveying Calculation of local scale factors in transverse Mercator projections

D.1 Quick calculation The ‘quick’ formula for calculating a scale factor is: where S0 is the central scale factor, E0 the false easting of the true origin and RE the mean radius of the earth. This formula is accurate to 2 parts per million at all places within 200 km of the central meridian, and to 50 parts per million

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# Category: Surveying Surveying Worked example in transforming between ellipsoids

This example shows how the geographical co-ordinates of a station can be converted from one system to another, following the method given in Section 8.4. In this case, the initial co-ordinates are quoted in the ETRS89 system, so are based on the WGS84 ellipsoid; and they are to be converted to the Airy ellipsoid, whose position and orientation was defined

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# Category: Surveying Surveying Appendix B

Control stations B.1 What is a control station? The essence of a control station is a small mark set immovably into the ground, such that an instrument (e.g. a total station or GPS receiver) or optical target can be set up above it, to an accuracy of about 1 mm in the horizontal plane. B.2 Where are they placed? Control

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# Category: Surveying Surveying Appendix A

Constants, ellipsoid and projection data

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# Category: Surveying Reciprocal vertical angles

The height differences between control points are often explicitly required in engineering surveying work. Even when they are not, they must (for instance) be found before distance measurements can be used in accurate surveying work, as shown in Chapter 11. The methods for measuring height differences covered earlier in this book are levelling (for short distances, or for maximum accuracy

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