Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Tikemani_Bag_100423_3 | |
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 23:00 |
End Time | | 2010/11/09 23:00 |
Key Words | | Magnetosphere |
Model | | GUMICS |
Model Version | | 4-HC-20140326 |
Validation Level | | 0 |
Coordinate System for Input | | GSE |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -17.76 |
Dipole Tilt, in Y-Z GSE plane, deg | | -6.28 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 82.20000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Tikemani_Bag_100423_3 |
Minimum Dst Value | | -14 |
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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