Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Pauline_Dredger_090622_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | September 19, 2018 |
Start Time | | 2018/09/19 06:00 |
End Time | | 2018/09/19 18:00 |
Key Words | | magnetopause |
Model | | SWMF |
Model Version | | v20140611 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -8.35 |
Dipole Tilt, in Y-Z GSE plane, deg | | -26.47 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 68.50000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Pauline_Dredger_090622_2 |
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-D for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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