Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Vitor_Souza_102717_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | November 29, 2011 |
Start Time | | 2011/11/29 15:40 |
End Time | | 2011/11/29 16:40 |
Key Words | | Dawnward and Northward IMF |
Model | | SWMF |
Model Version | | v20140611 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -12.17 |
Dipole Tilt, in Y-Z GSE plane, deg | | -12.09 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 136.80000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Vitor_Souza_102717_1 |
Minimum Dst Value | | -14 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Diagnostic indices for this run.
Choose variable to plot:
![](data: image/png;base64,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)
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