Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit291-12-20020519_021800_20020519_065700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/05/19 |
Start Time | | 2002/05/19 02:18 |
End Time | | 2002/05/19 06:55 |
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 | | -10.09 |
Dipole Tilt, in Y-Z GSE plane, deg | | -9.37 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 175.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit291-12-20020519_021800_20020519_065700-constBx0 |
Minimum Dst Value | | -42 |
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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