Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit260-02-20020304_090800_20020304_135300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/04 |
Start Time | | 2002/03/04 09:08 |
End Time | | 2002/03/04 13:51 |
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 | | 5.09 |
Dipole Tilt, in Y-Z GSE plane, deg | | -12.27 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 172.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit260-02-20020304_090800_20020304_135300-constBx0 |
Minimum Dst Value | | -7 |
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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