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 Polar for time period of this run.
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)
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