Full text: Reprints of papers (Part 4a)

  
  
  
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CON ANAIS Y V N i 
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ADJUSTMENT OF A SOLAR TRIANGULATION BY ROELOFS’ METHOD 
by G. Masserano 
1. — Introduction. 
R. Roelofs has developed a method of adjustment of aerial triangulation 
by the method of least squares (1) (2) introducing the correlations 
among the * quasi observations " to be adjusted. The purpose of this 
paper is to supply some basic elements for the extension of the same 
method of adjustment to the case of a Santoni solar aerotriangulation. 
Justifications and conditions for the eatension of the method to a solar 
triangulation. 
An adjustment based on the method of least squares requires that 
the observations to be adjusted depend, totally or preponderantly, on 
accidental causes. The solar aerotriangulation fulfils such a require- 
ment because the independence of the models (of which the tilt and 
tip are derived from direct solar observations), is one of the most peculiar 
features, and because the connection among the models takes place by 
means of a x (swing) which is already corrected of systematic errors. 
The essential element of Roelofs proceeding is the introduction of 
the correlations among the quasi observations " which are dependent 
on the same initial observations of parallaxes. 
The transmission of those correlations along the succession of photo- 
graphs is assured in the solar aerotriangulation by the scale-transfer 
and the » connection, these two elements being common to any other 
type of triangulation. The correlations impart a fundamental value to 
the method. By means of them it is possible to evaluate the systematic 
effects of accidental errors, and the whole method gets a physical si- 
gnifieance which is unknown to the other methods following mere ma- 
thematieal laws. 
(1) Adjustment of aerial Triangulation by the method of least squares, R. Roelofs 
(Photogrammetria, VIII, 1951-52, 4). 
Practical Example of Adjustment of Aerial Triangulation by the method of least 
Squares, R. Roelofs (Photogrammetria, X, 1953-54, 1). 
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