Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: SWMF_CIMI_111418_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 11, 2016 |
Start Time | | 2016/10/11 00:00 |
End Time | | 2016/10/16 00:00 |
Key Words | | CIMI run |
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 | | -10.63 |
Dipole Tilt, in Y-Z GSE plane, deg | | -13.27 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 98.80000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | SWMF_CIMI_111418_1 |
Minimum Dst Value | | -105 |
SW Source | | ACE-realtime |
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-E for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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