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.
Model values plot for Cluster-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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