Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit273-07-20020405_070600_20020405_115100-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 07:06 |
End Time | | 2002/04/05 11:49 |
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 | | -2.59 |
Dipole Tilt, in Y-Z GSE plane, deg | | -12.91 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 217.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit273-07-20020405_070600_20020405_115100-constBx0 |
Minimum Dst Value | | 2 |
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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