Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit273-06-20020405_022000_20020405_070500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/05 |
Start Time | | 2002/04/05 02:20 |
End Time | | 2002/04/05 07:03 |
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 | | 4.13 |
Dipole Tilt, in Y-Z GSE plane, deg | | -26.43 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 217.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit273-06-20020405_022000_20020405_070500-constBx0 |
Minimum Dst Value | | 1 |
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 GOES-9 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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