Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Yang_Mei_050123_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 17, 2015 |
Start Time | | 2015/03/17 04:00 |
End Time | | 2015/03/17 12:00 |
Key Words | | StormEvent |
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 | | -12.02 |
Dipole Tilt, in Y-Z GSE plane, deg | | 25.89 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 113.20000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Yang_Mei_050123_2 |
Minimum Dst Value | | -83 |
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-1 for time period of this run.
![](data: 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)
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