Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit352-05-20021009_210400_20021010_014800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/10/09 |
Start Time | | 2002/10/09 21:04 |
End Time | | 2002/10/10 01:46 |
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 | | 8.54 |
Dipole Tilt, in Y-Z GSE plane, deg | | 12.31 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 166.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit352-05-20021009_210400_20021010_014800-constBx0 |
Minimum Dst Value | | -72 |
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 Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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