Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Kyle_Murphy_053018_1a | |
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 | | v20180525 |
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_1a |
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 GOES-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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