Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Sheng_Li_100423_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | December 01, 2008 |
Start Time | | 2008/12/01 00:00 |
End Time | | 2008/12/02 00:00 |
Key Words | | demo |
Model | | OpenGGCM |
Model Version | | 5.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSE |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -25.04 |
Dipole Tilt, in Y-Z GSE plane, deg | | 1.61 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 66.20000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Sheng_Li_100423_1 |
Minimum Dst Value | | -2 |
SW Source | | WIND |
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 Geotail for time period of this run.
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)
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