Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit354-04-20021014_103100_20021014_151600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/10/14 |
Start Time | | 2002/10/14 10:31 |
End Time | | 2002/10/14 15:14 |
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 | | 3.06 |
Dipole Tilt, in Y-Z GSE plane, deg | | 30.80 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 180.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit354-04-20021014_103100_20021014_151600-constBx0 |
Minimum Dst Value | | -100 |
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 Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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