Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit248-12-20020205_193300_20020206_001700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/05 |
Start Time | | 2002/02/05 19:33 |
End Time | | 2002/02/06 00:15 |
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 | | 14.28 |
Dipole Tilt, in Y-Z GSE plane, deg | | -27.80 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 214.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit248-12-20020205_193300_20020206_001700-constBx0 |
Minimum Dst Value | | -82 |
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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