Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: TreShunda_James_111522_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | June 18, 2011 |
Start Time | | 2011/06/18 00:00 |
End Time | | 2011/06/25 00:00 |
Key Words | | Conductance Check |
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 | | 20.49 |
Dipole Tilt, in Y-Z GSE plane, deg | | 11.60 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 102.40000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | TreShunda_James_111522_2 |
Minimum Dst Value | | -30 |
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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