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 THEMIS-C for time period of this run.
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)
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