Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Pauline_Dredger_100522_3 | |
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_100522_3 |
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-2 for time period of this run.
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)
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