Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Pauline_Dredger_100621_4 | |
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_4 |
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 GOES-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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