Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit369-12-20021120_171100_20021120_215000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/20 |
Start Time | | 2002/11/20 17:11 |
End Time | | 2002/11/20 21:48 |
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 | | 12.61 |
Dipole Tilt, in Y-Z GSE plane, deg | | 5.11 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 155.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit369-12-20021120_171100_20021120_215000-constBx0 |
Minimum Dst Value | | -87 |
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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