Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Aaron_Breneman_090616_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 20, 2016 |
Start Time | | 2016/01/20 10:00 |
End Time | | 2016/01/20 20:00 |
Key Words | | Firebird FB4 RBSPa conjunction |
Model | | SWMF |
Model Version | | v20130129 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -22.48 |
Dipole Tilt, in Y-Z GSE plane, deg | | 2.10 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 97.20000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Aaron_Breneman_090616_2 |
Minimum Dst Value | | -104 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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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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