Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit248-04-20020204_053300_20020204_101700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/04 |
Start Time | | 2002/02/04 05:33 |
End Time | | 2002/02/04 10:15 |
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 | | 23.45 |
Dipole Tilt, in Y-Z GSE plane, deg | | -8.95 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 228.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit248-04-20020204_053300_20020204_101700-constBx0 |
Minimum Dst Value | | -16 |
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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