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