Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Pauline_Dredger_100522_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 31, 2013 |
Start Time | | 2013/01/31 12:00 |
End Time | | 2013/02/01 00:00 |
Key Words | | magnetopause |
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 | | -14.71 |
Dipole Tilt, in Y-Z GSE plane, deg | | 6.29 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 99.70000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Pauline_Dredger_100522_3 |
Minimum Dst Value | | 2 |
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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)
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