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-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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