Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Scott_Thaller_082114_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 19, 2014 |
Start Time | | 2014/02/19 00:00 |
End Time | | 2014/02/19 09:00 |
Key Words | | field topology |
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 | | -15.63 |
Dipole Tilt, in Y-Z GSE plane, deg | | 30.36 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 154.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Scott_Thaller_082114_1 |
Minimum Dst Value | | 8 |
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.
Satellite data B plot for Cluster-3 for time period of this run.
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)
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