Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Gilbert_Pi_101917_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | February 09, 2013 |
Start Time | | 2013/02/09 00:00 |
End Time | | 2013/02/10 00:00 |
Key Words | | RadialIMF |
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 | | -18.99 |
Dipole Tilt, in Y-Z GSE plane, deg | | 28.41 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 104.80000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Gilbert_Pi_101917_2 |
Minimum Dst Value | | -10 |
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.
Model values plot for GOES-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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