5. Project Configuration¶
The project configuration is available and editable via a graphical user interface when creating a new project using New
or when using Configuration
from Project Menu. It is recorded into the .comp project file.
5.1. Project Basic Configuration¶
Metadata:
Projet name
Project description
Input:
Frame:
Local center coordinates: coordinates of project center point in input projection. All the topometric points should be close to it
Local frame:
Center latitude: used to get spherical approximation of Earth radius (in decimal degrees, \(0.1^{\circ}\) precision is sufficient).
Georeferenced frame:
CRS name: only used to pre-fill Proj definition
Proj definition: something like
epsg:32719
,IGNF:LAMB1
or+proj=lcc +lon_0=-90 +lat_1=33 +lat_2=45
. Any projection, as long as it has a correct libProj definition, is possible (some additional grid files may be required).
5.2. Project Advanced Configuration¶
Input:
COR Covariance Matrix File: a .csv file for covariances on coordinates constraints (see COR Covariance Matrix File)
COR with ellipsoidal heights: if this checkbox is unchecked, altitude is used instead of ellipsoidal height (allowed only for 1D projects)
Refraction coefficient: it only affects zenithal measurements (default value: 0.12)
Output:
Decimal places: for output files and report
Language for report
Option to display the map in html report
Option to remove comments from output file .new, to simplify importing as spreadsheet
Computation type:
Compensation: least square adjustment
Propagation simulation: simulation by variance propagation (see Variance Propagation Simulation)
Monte-Carlo simulation: simulation by repeated random sampling (see Monte-Carlo Simulation)
Computation options:
Invert normal matrix: used to get confidence intervals (see Normal Matrix Inversion)
Internal contraints: use of internal constraints in the last iteration (see Internal Constraints)
Iterations:
Maximum iterations: the compensation will be interrupted if this number of iterations is reached. For Monte-Carlo simulations, this is the number of random samples
Additional iterations: number of iterations forced after convergence (iterations will continue if convergence is unreached during forced iterations)
Convergence criterion: when \(\sigma_0\) relative variation is below this threshold, convergence is reached