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