Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit400-12-20030202_110900_20030202_155100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2003/02/02 |
Start Time | | 2003/02/02 11:09 |
End Time | | 2003/02/02 15:49 |
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 | | 11.08 |
Dipole Tilt, in Y-Z GSE plane, deg | | -7.78 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 123.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit400-12-20030202_110900_20030202_155100-constBx0 |
Minimum Dst Value | | -66 |
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 Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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