Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit271-12-20020401_124800_20020401_172700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/01 |
Start Time | | 2002/04/01 12:48 |
End Time | | 2002/04/01 17:25 |
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 | | -13.98 |
Dipole Tilt, in Y-Z GSE plane, deg | | -17.36 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 206.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit271-12-20020401_124800_20020401_172700-constBx0 |
Minimum Dst Value | | -26 |
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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