Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Emily_Hyatt_032612_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | December 05, 2008 |
Start Time | | 2008/12/05 18:40 |
End Time | | 2008/12/05 19:10 |
Key Words | | MagnetoSheath |
Model | | SWMF |
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 | | -13.73 |
Dipole Tilt, in Y-Z GSE plane, deg | | -1.64 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 67.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Emily_Hyatt_032612_1 |
Minimum Dst Value | | -12 |
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 Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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