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.
Satellite data B plot for Cluster-4 for time period of this run.
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)
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