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-4 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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