Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit367-03-20021114_040600_20021114_085100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/14 |
Start Time | | 2002/11/14 04:06 |
End Time | | 2002/11/14 08:49 |
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 | | 28.26 |
Dipole Tilt, in Y-Z GSE plane, deg | | 21.64 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 180.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit367-03-20021114_040600_20021114_085100-constBx0 |
Minimum Dst Value | | -32 |
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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