Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Matt_Fillingim_070814_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | February 13, 2001 |
Start Time | | 2001/02/13 22:00 |
End Time | | 2001/02/14 02:00 |
Key Words | | ion outflow event |
Model | | SWMF |
Model Version | | v20110131 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -11.70 |
Dipole Tilt, in Y-Z GSE plane, deg | | 29.82 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 138.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Matt_Fillingim_070814_1 |
Minimum Dst Value | | -50 |
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 Cluster-1 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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