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.
Model values plot for Cluster-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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