Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Pauline_Dredger_110221_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | August 05, 2011 |
Start Time | | 2011/08/05 13:20 |
End Time | | 2011/08/06 01:30 |
Key Words | | storm magnetopause |
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 | | 24.69 |
Dipole Tilt, in Y-Z GSE plane, deg | | -25.05 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 112.50000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Pauline_Dredger_110221_1 |
Minimum Dst Value | | -88 |
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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