Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit307-07-20020625_022600_20020625_071300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/25 |
Start Time | | 2002/06/25 02:26 |
End Time | | 2002/06/25 07:11 |
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 | | -13.93 |
Dipole Tilt, in Y-Z GSE plane, deg | | -2.93 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 149.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit307-07-20020625_022600_20020625_071300-constBx0 |
Minimum Dst Value | | 3 |
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 Polar for time period of this run.
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)
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