Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit287-02-20020507_142500_20020507_191000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/05/07 |
Start Time | | 2002/05/07 14:25 |
End Time | | 2002/05/07 19:08 |
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 | | -27.18 |
Dipole Tilt, in Y-Z GSE plane, deg | | -12.64 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 190.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit287-02-20020507_142500_20020507_191000-constBx0 |
Minimum Dst Value | | -15 |
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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