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.
Model values plot for GOES-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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