Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Emily_Hyatt_021712_4 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | November 11, 2003 |
Start Time | | 2003/11/11 22:05 |
End Time | | 2003/11/11 22:40 |
Key Words | | MSheath |
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 | | -16.11 |
Dipole Tilt, in Y-Z GSE plane, deg | | -5.20 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 94.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Emily_Hyatt_021712_4 |
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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