Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Pauline_Dredger_082321_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | September 26, 2011 |
Start Time | | 2011/09/26 07:00 |
End Time | | 2011/09/26 19:00 |
Key Words | | magnetopause ring current |
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 | | -10.54 |
Dipole Tilt, in Y-Z GSE plane, deg | | -29.10 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 149.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Pauline_Dredger_082321_1 |
Minimum Dst Value | | -89 |
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-C for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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