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