Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit359-02-20021025_223000_20021026_031500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/10/25 |
Start Time | | 2002/10/25 22:30 |
End Time | | 2002/10/26 03:13 |
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 | | 18.18 |
Dipole Tilt, in Y-Z GSE plane, deg | | 11.05 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 170.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit359-02-20021025_223000_20021026_031500-constBx0 |
Minimum Dst Value | | -51 |
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 Cluster-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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