Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit307-04-20020624_120200_20020624_164900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/24 |
Start Time | | 2002/06/24 12:02 |
End Time | | 2002/06/24 16:47 |
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 | | -31.81 |
Dipole Tilt, in Y-Z GSE plane, deg | | 8.51 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 155.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit307-04-20020624_120200_20020624_164900-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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