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-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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