Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit311-02-20020703_171600_20020703_220100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/03 |
Start Time | | 2002/07/03 17:16 |
End Time | | 2002/07/03 21:59 |
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 | | -30.06 |
Dipole Tilt, in Y-Z GSE plane, deg | | -3.42 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 152.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit311-02-20020703_171600_20020703_220100-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.
![](data: 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