Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit248-04-20020204_053300_20020204_101700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/04 |
Start Time | | 2002/02/04 05:33 |
End Time | | 2002/02/04 10:15 |
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 | | 23.45 |
Dipole Tilt, in Y-Z GSE plane, deg | | -8.95 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 228.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit248-04-20020204_053300_20020204_101700-constBx0 |
Minimum Dst Value | | -16 |
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 GOES-10 for time period of this run.
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)
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