Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit311-03-20020703_220200_20020704_024700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/03 |
Start Time | | 2002/07/03 22:02 |
End Time | | 2002/07/04 02:45 |
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 | | -18.87 |
Dipole Tilt, in Y-Z GSE plane, deg | | -5.08 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 152.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit311-03-20020703_220200_20020704_024700-constBx0 |
Minimum Dst Value | | 1 |
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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