Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Pauline_Dredger_101321_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_101321_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 GOES-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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