STAR*NET V6 - Circe
STAR*NET V6 - Circe
STAR*NET V6 - Circe
Create successful ePaper yourself
Turn your PDF publications into a flip-book with our unique Google optimized e-Paper software.
Chapter 8 Analysis of Adjustment Output<br />
8.6 Summary of Unadjusted Input Observations (Optional)<br />
<strong>STAR*NET</strong> prints an optional summary of your unadjusted field observations. These<br />
observations are grouped together by data type and listed with their standard errors. For<br />
example, if you let all distances default to the distance standard error set in the project<br />
options, the output listing will show the values that <strong>STAR*NET</strong> assigned to those<br />
observations. Observations fixed in the data with the “!” code will show up with a<br />
standard error label of FIXED, and those freed with the “*” symbol will appear with a<br />
label of FREE. Observations with the “&” symbol (or no standard error value entered),<br />
will show the default values that were set in the project options.<br />
The following illustrates the format of various parts of this section of the listing file:<br />
Summary of Unadjusted Input Observations<br />
========================================<br />
Number of Entered Stations (FeetUS) = 52<br />
Fixed Stations N E Description<br />
19 1581.877 3 4233.9316 Control-5534<br />
Free Stations N E Description<br />
1 1717.9598 5398.5404 Iron Pipe<br />
2 1523.7382 5128.6278 Top of Curb<br />
3 2122.6782 5674.2123 Top of Curb<br />
Number of Angle Observations (DMS) = 85<br />
At From To Angle StdErr<br />
10 19 1 80-24-50.70 2.00<br />
10 19 2 60-58-55.40 2.00<br />
2 10 6 85-02-30.20 2.00<br />
6 2 33 45-48-30.60 2.00<br />
Number of Distance Observations (FeetUS) = 68<br />
From To Obs Dist StdErr<br />
10 1 896.5470 0.0204<br />
10 2 224.3590 0.0226<br />
2 6 562.3150 0.0242<br />
6 33 496.8680 0.0181<br />
Number of Azimuth/Bearing Observations (DMS) = 4<br />
From To Bearing StdErr<br />
8 9 N03-17-06.00E FIXED<br />
21 22 S88-51-16.10W 10.00<br />
Summary of Unadjusted Input Observations (2D Example)<br />
119