Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit249-05-20020206_192100_20020207_000500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/06 |
Start Time | | 2002/02/06 19:21 |
End Time | | 2002/02/07 00:03 |
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 | | 13.38 |
Dipole Tilt, in Y-Z GSE plane, deg | | -27.86 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 196.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit249-05-20020206_192100_20020207_000500-constBx0 |
Minimum Dst Value | | -43 |
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-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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