Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: tikemani_bag_101323_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 07, 2010 |
Start Time | | 2010/11/07 12:00 |
End Time | | 2010/11/09 00:00 |
Key Words | | queittime |
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 | | -13.84 |
Dipole Tilt, in Y-Z GSE plane, deg | | -26.49 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 83.50000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | tikemani_bag_101323_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.
Satellite data B plot for Geotail for time period of this run.
![](data: 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)
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