Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit394-12-20030119_042900_20030119_091200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2003/01/19 |
Start Time | | 2003/01/19 04:29 |
End Time | | 2003/01/19 09:10 |
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 | | 29.39 |
Dipole Tilt, in Y-Z GSE plane, deg | | -5.90 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 126.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit394-12-20030119_042900_20030119_091200-constBx0 |
Minimum Dst Value | | -26 |
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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