Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit369-05-20021119_074900_20021119_123400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/19 |
Start Time | | 2002/11/19 07:49 |
End Time | | 2002/11/19 12:32 |
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 | | 21.95 |
Dipole Tilt, in Y-Z GSE plane, deg | | 24.29 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 164.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit369-05-20021119_074900_20021119_123400-constBx0 |
Minimum Dst Value | | -27 |
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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