Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit369-06-20021119_123500_20021119_172000-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 12:35 |
End Time | | 2002/11/19 17:18 |
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 | | 11.22 |
Dipole Tilt, in Y-Z GSE plane, deg | | 18.78 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 164.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit369-06-20021119_123500_20021119_172000-constBx0 |
Minimum Dst Value | | -19 |
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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