Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit373-02-20021128_055200_20021128_103700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/28 |
Start Time | | 2002/11/28 05:52 |
End Time | | 2002/11/28 10:35 |
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 | | 28.08 |
Dipole Tilt, in Y-Z GSE plane, deg | | 19.71 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 136.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit373-02-20021128_055200_20021128_103700-constBx0 |
Minimum Dst Value | | -39 |
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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