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-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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