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.
Satellite data B plot for THEMIS-C for time period of this run.
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)
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