Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit289-11-20020514_031600_20020514_080000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/05/14 |
Start Time | | 2002/05/14 03:16 |
End Time | | 2002/05/14 07:58 |
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 | | -9.25 |
Dipole Tilt, in Y-Z GSE plane, deg | | -10.24 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 164.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit289-11-20020514_031600_20020514_080000-constBx0 |
Minimum Dst Value | | -52 |
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.
Model values plot for Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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