Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit289-08-20020513_130100_20020513_174500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/05/13 |
Start Time | | 2002/05/13 13:01 |
End Time | | 2002/05/13 17:43 |
Key Words | | Facsko et al 2016: 1-year run of GUMICS |
Model | | GUMICS |
Model Version | | 4-HC |
Validation Level | | 1 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -27.79 |
Dipole Tilt, in Y-Z GSE plane, deg | | -9.22 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 175.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit289-08-20020513_130100_20020513_174500-constBx0 |
Minimum Dst Value | | -12 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for Cluster-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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