Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Pauline_Dredger_020222_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | November 01, 2012 |
Start Time | | 2012/11/01 00:00 |
End Time | | 2012/11/02 00:00 |
Key Words | | By 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 | | -18.11 |
Dipole Tilt, in Y-Z GSE plane, deg | | -9.04 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 96.80000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Pauline_Dredger_020222_1 |
Minimum Dst Value | | -62 |
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-D for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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