Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit276-12-20020413_100500_20020413_144900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/13 |
Start Time | | 2002/04/13 10:05 |
End Time | | 2002/04/13 14:47 |
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 | | -13.26 |
Dipole Tilt, in Y-Z GSE plane, deg | | -11.91 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 227.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit276-12-20020413_100500_20020413_144900-constBx0 |
Minimum Dst Value | | -32 |
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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