Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Thomas_Moore_102011_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | June 13 2002 |
Start Time | | 2002/06/13 14:45 |
End Time | | 2002/06/13 15:45 |
Key Words | | ortho |
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 | | 32.70 |
Dipole Tilt, in Y-Z GSE plane, deg | | -3.30 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 24 |
F10.7 | | 138.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Thomas_Moore_102011_1 |
Minimum Dst Value | | -1 |
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-9 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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