Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Pauline_Dredger_110322_1 | |
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_110322_1 |
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 THEMIS-A for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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