Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit282-01-20020425_121800_20020425_170200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/25 |
Start Time | | 2002/04/25 12:18 |
End Time | | 2002/04/25 17:00 |
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 | | -21.94 |
Dipole Tilt, in Y-Z GSE plane, deg | | -12.84 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 169.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit282-01-20020425_121800_20020425_170200-constBx0 |
Minimum Dst Value | | -25 |
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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