Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Emily_Hyatt_022412_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 21, 2004 |
Start Time | | 2004/06/21 03:40 |
End Time | | 2004/06/21 04:00 |
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 | | 13.62 |
Dipole Tilt, in Y-Z GSE plane, deg | | 3.07 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 120.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Emily_Hyatt_022412_4 |
Minimum Dst Value | | 16 |
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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