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-2 for time period of this run.
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)
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