Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit319-05-20020723_081900_20020723_130400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/23 |
Start Time | | 2002/07/23 08:19 |
End Time | | 2002/07/23 13:02 |
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 | | -20.65 |
Dipole Tilt, in Y-Z GSE plane, deg | | 23.32 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 204.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit319-05-20020723_081900_20020723_130400-constBx0 |
Minimum Dst Value | | -17 |
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.
![](data: 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)
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