Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Vitor_Souza_010914_4 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | June 14, 2007 |
Start Time | | 2007/06/14 04:00 |
End Time | | 2007/06/14 05:00 |
Key Words | | Dunlop et al. 2011 |
Model | | SWMF |
Model Version | | v8.01 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 13.38 |
Dipole Tilt, in Y-Z GSE plane, deg | | 5.29 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 71.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Vitor_Souza_010914_4 |
Minimum Dst Value | | -2 |
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-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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