STAR*NET V6 - Circe
STAR*NET V6 - Circe
STAR*NET V6 - Circe
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Chapter 8 Analysis of Adjustment Output<br />
8.17 Locating the Source of Errors<br />
If the adjustment fails the Chi Square test, there is probably something wrong with the<br />
network configuration, the actual observations, or the weighting. The following<br />
suggestions are designed to help you locate and correct errors in your input data.<br />
Some of the major causes of completely failed or poor adjustments are as follows:<br />
1. Incorrect data entry into <strong>STAR*NET</strong> - digits transposed, station names wrongly<br />
entered, typing errors in controlling coordinate values, etc.<br />
2. Options set incorrectly such as angle station order set to “At-From-To” but should be<br />
set to “From-At-To”, or visa versa. or other options such as project units, refraction<br />
constant, etc., set improperly for your job.<br />
3. For grid jobs, the zone set incorrectly or geoid height not entered properly.<br />
4. Field data collection blunders - wrong stations observed, station names incorrectly<br />
entered, etc.<br />
5. Incorrect assignment of standard errors to field observations. For example, assigning<br />
small standard error to angles on short sights, but with no centering error value<br />
entered in the Project Options/Instrument settings.<br />
6. Systematic errors in field data - EDM out of calibration, etc.<br />
7. Invalid geometry of the network - fixed azimuth between fixed stations, 3D point<br />
with no vertical observation, etc. <strong>STAR*NET</strong> attempts to detect these conditions,<br />
but some may get by and cause problems.<br />
8. Weak network geometry - poor intersection angles, lack of redundancy, etc.<br />
Here are some of the symptoms of a poor adjustment. Frequently, many or all of these<br />
symptoms are seen together:<br />
1. Adjustment fails the Chi Square test.<br />
2. Adjustment does not converge within 5 to 10 iterations.<br />
3. Large residuals on observations.<br />
4. Warning messages about Singularities and Geometric Weakness in the solution.<br />
5. Extremely large error ellipses on adjusted points.<br />
6. Fixed stations are showing coordinate changes.<br />
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