Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit378-04-20021210_125000_20021210_173500-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 12:50 |
End Time | | 2002/12/10 17:33 |
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 | | 14.10 |
Dipole Tilt, in Y-Z GSE plane, deg | | 10.28 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 156.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit378-04-20021210_125000_20021210_173500-constBx0 |
Minimum Dst Value | | -22 |
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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