Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Emily_Hyatt_032612_2 | |
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 | | OpenGGCM |
Model Version | | 3.1 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -34.77 |
Dipole Tilt, in Y-Z GSE plane, deg | | -0.02 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 67.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Emily_Hyatt_032612_2 |
Minimum Dst Value | | -12 |
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-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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