Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Pauline_Dredger_101221_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | September 26, 2011 |
Start Time | | 2011/09/26 07:00 |
End Time | | 2011/09/26 19:00 |
Key Words | | magnetopause conductance |
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 | | -10.54 |
Dipole Tilt, in Y-Z GSE plane, deg | | -29.10 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 0.00000 |
Conductance Model | | constant |
Corotation | | real |
Run Number | | Pauline_Dredger_101221_1 |
Minimum Dst Value | | -89 |
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-B for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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