Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Emily_Hyatt_021312_4 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | June 06, 2002 |
Start Time | | 2002/06/06 13:20 |
End Time | | 2002/06/06 13:50 |
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 | | 28.90 |
Dipole Tilt, in Y-Z GSE plane, deg | | -3.10 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 159.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Emily_Hyatt_021312_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-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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