Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Adam_Liebers_060923_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 16, 2005 |
Start Time | | 2005/03/16 00:00 |
End Time | | 2005/03/16 07:00 |
Key Words | | run_3 |
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 | | -5.46 |
Dipole Tilt, in Y-Z GSE plane, deg | | 33.25 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 103.60000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Adam_Liebers_060923_1 |
Minimum Dst Value | | -9 |
SW Source | | ACE-L2 |
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-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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