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.
Satellite data B plot for Cluster-4 for time period of this run.
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)
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