Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit280-09-20020422_081300_20020422_125800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/22 |
Start Time | | 2002/04/22 08:13 |
End Time | | 2002/04/22 12:56 |
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 | | -11.62 |
Dipole Tilt, in Y-Z GSE plane, deg | | -9.60 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 171.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit280-09-20020422_081300_20020422_125800-constBx0 |
Minimum Dst Value | | -39 |
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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