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.
Satellite data B plot for Cluster-4 for time period of this run.
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)
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