Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit380-04-20021215_070400_20021215_114900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/12/15 |
Start Time | | 2002/12/15 07:04 |
End Time | | 2002/12/15 11:47 |
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 | | 26.79 |
Dipole Tilt, in Y-Z GSE plane, deg | | 13.87 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 196.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit380-04-20021215_070400_20021215_114900-constBx0 |
Minimum Dst Value | | -39 |
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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