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 IMP-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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