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 Cluster-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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