Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit381-08-20021218_110600_20021218_155000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/12/18 |
Start Time | | 2002/12/18 11:06 |
End Time | | 2002/12/18 15:48 |
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 | | 17.25 |
Dipole Tilt, in Y-Z GSE plane, deg | | 10.20 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 190.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit381-08-20021218_110600_20021218_155000-constBx0 |
Minimum Dst Value | | 13 |
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 Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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