Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit273-01-20020404_023000_20020404_071500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/04 |
Start Time | | 2002/04/04 02:30 |
End Time | | 2002/04/04 07:13 |
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 | | 4.55 |
Dipole Tilt, in Y-Z GSE plane, deg | | -26.54 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 216.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit273-01-20020404_023000_20020404_071500-constBx0 |
Minimum Dst Value | | -9 |
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-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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