Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit375-07-20021203_234800_20021204_043200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/12/03 |
Start Time | | 2002/12/03 23:48 |
End Time | | 2002/12/04 04:30 |
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 | | 29.78 |
Dipole Tilt, in Y-Z GSE plane, deg | | -0.09 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 141.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit375-07-20021203_234800_20021204_043200-constBx0 |
Minimum Dst Value | | -19 |
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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