THREE DIMEI\SIONAL INTERSECTIOIN SBY AhIGULAR OBSERVATIONS

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Bashar Saleem. Al joboory

Abstract

The research introduces a new mathematical model for computing the position of points in space
(X, Y, Z) by the intersection of inclined angles derived from the measured horizontal and vertical
angles using spherical trigonometry principles with the aid of the conventional surveying instrument
(Theodolite), The most probable value (m.p.v) of the position of a point should be computed by the
method of ieast squares when the redundancy in observations exists and then it provides us with the
precision indices for the computed coordinates. 

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How to Cite
“THREE DIMEI\SIONAL INTERSECTIOIN SBY AhIGULAR OBSERVATIONS” (2024) Journal of Engineering, 10(1), pp. 137–145. doi:10.31026/j.eng.2004.01.11.
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Articles

How to Cite

“THREE DIMEI\SIONAL INTERSECTIOIN SBY AhIGULAR OBSERVATIONS” (2024) Journal of Engineering, 10(1), pp. 137–145. doi:10.31026/j.eng.2004.01.11.

Publication Dates

References

Ball W.E. (1973), Three Dimensional Intersections-a Vector Approach, journal of surveying and

mapping di:uision, ASCE, vol.99, No.SVI, pp. 63-78

Paul r.wolf, (1983), Elements of Photogrammetry, McGraw-Hill, USA.2nd edition, pp.240-245.