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-2 for time period of this run.
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)
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