Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit378-09-20021211_124000_20021211_172500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/12/11 |
Start Time | | 2002/12/11 12:40 |
End Time | | 2002/12/11 17:23 |
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 | | 14.42 |
Dipole Tilt, in Y-Z GSE plane, deg | | 10.28 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 147.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit378-09-20021211_124000_20021211_172500-constBx0 |
Minimum Dst Value | | -16 |
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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