Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit362-11-20021103_204500_20021104_013000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/03 |
Start Time | | 2002/11/03 20:45 |
End Time | | 2002/11/04 01:28 |
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 | | 16.44 |
Dipole Tilt, in Y-Z GSE plane, deg | | 7.34 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 166.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit362-11-20021103_204500_20021104_013000-constBx0 |
Minimum Dst Value | | -74 |
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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