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