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 THEMIS-A for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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