Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit285-03-20020503_005800_20020503_054300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/05/03 |
Start Time | | 2002/05/03 00:58 |
End Time | | 2002/05/03 05:41 |
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 | | -7.01 |
Dipole Tilt, in Y-Z GSE plane, deg | | -22.74 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 182.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit285-03-20020503_005800_20020503_054300-constBx0 |
Minimum Dst Value | | 2 |
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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