Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit361-04-20021031_021600_20021031_070100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/10/31 |
Start Time | | 2002/10/31 02:16 |
End Time | | 2002/10/31 06:59 |
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 | | 24.47 |
Dipole Tilt, in Y-Z GSE plane, deg | | 15.16 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 167.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit361-04-20021031_021600_20021031_070100-constBx0 |
Minimum Dst Value | | -46 |
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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