Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Aaron_Breneman_052611_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | November 6 2006 |
Start Time | | 2006/11/06 00:00 |
End Time | | 2006/11/06 20:00 |
Key Words | | nov06 perigee |
Model | | BATSRUS with RCM |
Model Version | | v8.01 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -20.00 |
Dipole Tilt, in Y-Z GSE plane, deg | | -6.60 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 82.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Aaron_Breneman_052611_1 |
Minimum Dst Value | | 8 |
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-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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