Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Gabriel_Voitcu_100421_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | October 16, 2015 |
Start Time | | 2015/10/16 09:45 |
End Time | | 2015/10/16 10:45 |
Key Words | | magnetopause |
Model | | SWMF |
Model Version | | v20180525 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -12.64 |
Dipole Tilt, in Y-Z GSE plane, deg | | -31.37 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 0.00000 |
Conductance Model | | constant |
Corotation | | real |
Run Number | | Gabriel_Voitcu_100421_1 |
Minimum Dst Value | | -14 |
SW Source | | OMNI |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for Cluster-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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