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In equations 1, 1’ and 2, jJL and represent the mean square
error in planimetry and elevations due to triangulation and adjustment
of a single strip. If the block is composed of tie (main) strips in
addition to the filler (secondary) strips, the mean square error in
planimetry and elevations of spot points would be approximately equal
respectively (since the triangulation and adjust-
ment are undertaken on the main strips first, then on the secondary
strips).
In addition to the errors due to aerotriangulation, one should,
of course^,take all other sources of error into consideration. Such
errors are those involved in the operations of identification, ground
control, plotting and drafting.
point P due to aerotriangulation and its adjustment (equal
to jUt in case of single strips, and fJL\j ¿_ in case of blocks
having tie and filler strips),
|_j is the mean square residual error in the elevation of a
point due to aerotriangulation and its adjustment (equal
to /^[_j in case of single strips, and^|_|{2in case of block
having tie and filler strips),
is the total mean square residual error in the position of
a point p,
is the total mean square residual error in elevation of a
point p,
is the mean square error in the position of a point due to
transformation of coordinates,