Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Pauline_Dredger_100621_2 | |
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 | | LFM |
Model Version | | LTR-2_1_5 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | SM |
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 | | 30 |
F10.7 | | 103.20000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Pauline_Dredger_100621_2 |
Minimum Dst Value | | -111 |
SW Source | | OMNI |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for Cluster-4 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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