Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: WENHUI_LI_072321_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 02, 2009 |
Start Time | | 2009/01/02 07:00 |
End Time | | 2009/01/02 16:00 |
Key Words | | magnetotail northward IMF |
Model | | OpenGGCM |
Model Version | | 5.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -31.30 |
Dipole Tilt, in Y-Z GSE plane, deg | | -1.03 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 67.60000 |
Conductance Model | | CTIM |
Corotation | | no |
Run Number | | WENHUI_LI_072321_1 |
Minimum Dst Value | | -10 |
SW Source | | OMNI |
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 THEMIS-D for time period of this run.
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)
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