Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Vitor_Souza_062816_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | September 12, 2014 |
Start Time | | 2014/09/12 14:00 |
End Time | | 2014/09/13 00:00 |
Key Words | | MPause, Compression |
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 | | 12.92 |
Dipole Tilt, in Y-Z GSE plane, deg | | -29.66 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 154.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Vitor_Souza_062816_1 |
Minimum Dst Value | | -11 |
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.
Data/Model comparison B plot for Cluster-2 for time period of this run.
![](data: 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)
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