Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Ian_Whittaker_110419_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 01, 2010 |
Start Time | | 2010/01/01 00:00 |
End Time | | 2010/01/01 02:00 |
Key Words | | test |
Model | | OpenGGCM |
Model Version | | 4.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -26.37 |
Dipole Tilt, in Y-Z GSE plane, deg | | 15.09 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 72.70000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Ian_Whittaker_110419_1 |
Minimum Dst Value | | 0 |
SW Source | | ACE-realtime |
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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