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-D for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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