Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Pauline_Dredger_110921_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 07, 2017 |
Start Time | | 2017/09/07 16:00 |
End Time | | 2017/09/08 08:00 |
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 | | 16.60 |
Dipole Tilt, in Y-Z GSE plane, deg | | -24.81 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 130.40000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Pauline_Dredger_110921_1 |
Minimum Dst Value | | -142 |
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 Cluster-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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