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 GOES-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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