Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit299-07-20020606_025900_20020606_074300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/06 |
Start Time | | 2002/06/06 02:59 |
End Time | | 2002/06/06 07:41 |
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 | | -12.99 |
Dipole Tilt, in Y-Z GSE plane, deg | | -2.29 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 159.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit299-07-20020606_025900_20020606_074300-constBx0 |
Minimum Dst Value | | -8 |
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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