Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: brian_pugh_103013_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 12, 2012 |
Start Time | | 2012/03/12 00:00 |
End Time | | 2012/03/14 00:56 |
Key Words | | model |
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 | | -6.85 |
Dipole Tilt, in Y-Z GSE plane, deg | | 32.79 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 114.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | brian_pugh_103013_1 |
Minimum Dst Value | | -51 |
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.
Diagnostic indices for this run.
Choose variable to plot:
![](data: image/png;base64,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