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 GOES-9 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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