Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Pauline_Dredger_020222_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | November 01, 2012 |
Start Time | | 2012/11/01 00:00 |
End Time | | 2012/11/02 00:00 |
Key Words | | By storm 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 | | -18.11 |
Dipole Tilt, in Y-Z GSE plane, deg | | -9.04 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 96.80000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Pauline_Dredger_020222_3 |
Minimum Dst Value | | -62 |
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.
Diagnostic indices for this run.
Choose variable to plot:
![](data: image/png;base64,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)
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