Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Pauline_Dredger_102022_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 01:20 |
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_102022_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 GOES-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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