Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: David_Sibeck_052123_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | February 23, 2014 |
Start Time | | 2014/02/23 13:00 |
End Time | | 2014/02/23 16:00 |
Key Words | | Velocity gradient |
Model | | SWMF |
Model Version | | v20180525 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -5.04 |
Dipole Tilt, in Y-Z GSE plane, deg | | 12.89 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 168.20000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | David_Sibeck_052123_2 |
Minimum Dst Value | | -24 |
SW Source | | OMNI |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for Cluster-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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