Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit268-12-20020325_093000_20020325_141000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/25 |
Start Time | | 2002/03/25 09:30 |
End Time | | 2002/03/25 14:08 |
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 | | -4.27 |
Dipole Tilt, in Y-Z GSE plane, deg | | -13.25 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 169.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit268-12-20020325_093000_20020325_141000-constBx0 |
Minimum Dst Value | | -34 |
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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)
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