Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Thomas_Moore_101911_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 06 2002 |
Start Time | | 2002/06/06 13:00 |
End Time | | 2002/06/06 14:00 |
Key Words | | parker |
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 | | 28.60 |
Dipole Tilt, in Y-Z GSE plane, deg | | -4.30 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 24 |
F10.7 | | 159.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Thomas_Moore_101911_1 |
Minimum Dst Value | | -6 |
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.
Satellite data B plot for Wind for time period of this run.
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)
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