Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Kyle_Murphy_053018_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | August 24, 2013 |
Start Time | | 2013/08/24 00:00 |
End Time | | 2013/08/29 00:00 |
Key Words | | SMC |
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 | | 8.31 |
Dipole Tilt, in Y-Z GSE plane, deg | | -11.33 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 119.90000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Kyle_Murphy_053018_1 |
Minimum Dst Value | | -53 |
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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