Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Emily_Hyatt_020312_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | November 20, 2001 |
Start Time | | 2001/11/20 20:15 |
End Time | | 2001/11/20 20:45 |
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 | | -13.82 |
Dipole Tilt, in Y-Z GSE plane, deg | | -3.92 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 181.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Emily_Hyatt_020312_2 |
Minimum Dst Value | | 0 |
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 Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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