Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Emily_Hyatt_020312_3 | |
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 | | GUMICS |
Model Version | | 4-HC-1.11 |
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_3 |
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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