Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit362-10-20021103_155900_20021103_204400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/03 |
Start Time | | 2002/11/03 15:59 |
End Time | | 2002/11/03 20:42 |
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 | | 6.64 |
Dipole Tilt, in Y-Z GSE plane, deg | | 12.36 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 166.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit362-10-20021103_155900_20021103_204400-constBx0 |
Minimum Dst Value | | -70 |
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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