Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit367-02-20021113_232000_20021114_040500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/13 |
Start Time | | 2002/11/13 23:20 |
End Time | | 2002/11/14 04:03 |
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 | | 25.22 |
Dipole Tilt, in Y-Z GSE plane, deg | | 6.84 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 178.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit367-02-20021113_232000_20021114_040500-constBx0 |
Minimum Dst Value | | -31 |
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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