Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Victor_Sergeev_042717_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | May 19, 2013 |
Start Time | | 2013/05/19 04:00 |
End Time | | 2013/05/19 18:00 |
Key Words | | substorm, steady convection, magnetotail dynamics |
Model | | LFM |
Model Version | | LTR-2_2_0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | SM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 10.54 |
Dipole Tilt, in Y-Z GSE plane, deg | | 14.81 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 138.50000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Victor_Sergeev_042717_1 |
Minimum Dst Value | | -56 |
SW Source | | DSCOVR-realtime |
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-A for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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