Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit378-03-20021210_080400_20021210_124900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/12/10 |
Start Time | | 2002/12/10 08:04 |
End Time | | 2002/12/10 12:47 |
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 | | 24.08 |
Dipole Tilt, in Y-Z GSE plane, deg | | 16.31 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 156.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit378-03-20021210_080400_20021210_124900-constBx0 |
Minimum Dst Value | | -17 |
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-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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