Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Tikemani_Bag_112723_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | November 08, 2010 |
Start Time | | 2010/11/08 08:00 |
End Time | | 2010/11/08 23:00 |
Key Words | | FAC |
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 | | -24.64 |
Dipole Tilt, in Y-Z GSE plane, deg | | -25.25 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 82.20000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Tikemani_Bag_112723_1 |
Minimum Dst Value | | -10 |
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-D for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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