Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit269-02-20020325_185600_20020325_234100-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 18:56 |
End Time | | 2002/03/25 23:39 |
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 | | -7.13 |
Dipole Tilt, in Y-Z GSE plane, deg | | -32.95 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 169.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit269-02-20020325_185600_20020325_234100-constBx0 |
Minimum Dst Value | | -19 |
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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