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.
Satellite data B plot for Wind for time period of this run.
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)
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