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.
Satellite data B plot for Polar for time period of this run.
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)
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