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