Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Patricia_Reiff_061317_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 02, 2017 |
Start Time | | 2017/01/02 00:00 |
End Time | | 2017/01/02 04:00 |
Key Words | | KH |
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 | | -26.06 |
Dipole Tilt, in Y-Z GSE plane, deg | | 15.23 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 70.60000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Patricia_Reiff_061317_1 |
Minimum Dst Value | | -119 |
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 THEMIS-E for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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