Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Tikemani_Bag_100423_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | November 06, 2010 |
Start Time | | 2010/11/06 00:00 |
End Time | | 2010/11/07 00:00 |
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 | | -19.50 |
Dipole Tilt, in Y-Z GSE plane, deg | | -7.70 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 87.10000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Tikemani_Bag_100423_2 |
Minimum Dst Value | | -11 |
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-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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