Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Pauline_Dredger_100522_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | February 04, 2013 |
Start Time | | 2013/02/04 12:00 |
End Time | | 2013/02/05 00:00 |
Key Words | | 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 | | -13.61 |
Dipole Tilt, in Y-Z GSE plane, deg | | 7.50 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 103.70000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Pauline_Dredger_100522_1 |
Minimum Dst Value | | -2 |
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-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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