Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit273-09-20020405_163800_20020405_212300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/05 |
Start Time | | 2002/04/05 16:38 |
End Time | | 2002/04/05 21:21 |
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 | | -16.41 |
Dipole Tilt, in Y-Z GSE plane, deg | | -29.09 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 217.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit273-09-20020405_163800_20020405_212300-constBx0 |
Minimum Dst Value | | 5 |
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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