Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit316-11-20020717_093000_20020717_141400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/17 |
Start Time | | 2002/07/17 09:30 |
End Time | | 2002/07/17 14:12 |
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 | | -24.60 |
Dipole Tilt, in Y-Z GSE plane, deg | | 21.27 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 185.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit316-11-20020717_093000_20020717_141400-constBx0 |
Minimum Dst Value | | -11 |
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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