Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Kyle_Murphy_053018_5 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | August 28, 2016 |
Start Time | | 2016/08/28 00:00 |
End Time | | 2016/09/02 00:00 |
Key Words | | Storm 2 CIR |
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 | | 6.89 |
Dipole Tilt, in Y-Z GSE plane, deg | | -12.23 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 87.10000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Kyle_Murphy_053018_5 |
Minimum Dst Value | | -54 |
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 THEMIS-B for time period of this run.
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)
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