Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit288-11-20020511_181500_20020511_225900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/05/11 |
Start Time | | 2002/05/11 18:15 |
End Time | | 2002/05/11 22:57 |
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 | | -27.80 |
Dipole Tilt, in Y-Z GSE plane, deg | | -10.70 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 191.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit288-11-20020511_181500_20020511_225900-constBx0 |
Minimum Dst Value | | -110 |
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.
Satellite data B plot for Geotail for time period of this run.
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)
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