Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Pauline_Dredger_110322_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 31, 2013 |
Start Time | | 2013/01/31 12:00 |
End Time | | 2013/02/01 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 | | -14.71 |
Dipole Tilt, in Y-Z GSE plane, deg | | 6.29 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 99.70000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Pauline_Dredger_110322_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.
Satellite data B plot for Cluster-3 for time period of this run.
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)
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