Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Emily_Hyatt_021312_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | July 03, 2001 |
Start Time | | 2001/07/03 05:00 |
End Time | | 2001/07/03 06:00 |
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 | | 12.62 |
Dipole Tilt, in Y-Z GSE plane, deg | | -5.30 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 136.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Emily_Hyatt_021312_2 |
Minimum Dst Value | | 18 |
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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