Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit327-02-20020810_185600_20020810_234100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/08/10 |
Start Time | | 2002/08/10 18:56 |
End Time | | 2002/08/10 23:39 |
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 | | -19.34 |
Dipole Tilt, in Y-Z GSE plane, deg | | 7.77 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 152.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit327-02-20020810_185600_20020810_234100-constBx0 |
Minimum Dst Value | | -16 |
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 Cluster-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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