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 IMP-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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