Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit308-02-20020626_120000_20020626_164700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/26 |
Start Time | | 2002/06/26 12:00 |
End Time | | 2002/06/26 16:45 |
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 | | -31.75 |
Dipole Tilt, in Y-Z GSE plane, deg | | 9.43 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 148.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit308-02-20020626_120000_20020626_164700-constBx0 |
Minimum Dst Value | | -3 |
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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