Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Pauline_Dredger_100621_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | October 08, 2012 |
Start Time | | 2012/10/08 12:00 |
End Time | | 2012/10/09 12:00 |
Key Words | | By reversal storm |
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 | | -3.07 |
Dipole Tilt, in Y-Z GSE plane, deg | | -31.85 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 103.20000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Pauline_Dredger_100621_3 |
Minimum Dst Value | | -111 |
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-A for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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