Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Adam_Liebers_110723_14 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | September 19, 2000 |
Start Time | | 2000/09/19 10:00 |
End Time | | 2000/09/20 17:00 |
Key Words | | weak |
Model | | LFM |
Model Version | | LTR-2_1_5 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | SM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -0.65 |
Dipole Tilt, in Y-Z GSE plane, deg | | -33.67 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 0 |
F10.7 | | 208.80000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Adam_Liebers_110723_14 |
Minimum Dst Value | | -77 |
SW Source | | OMNI |
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-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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