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 GOES-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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