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-9 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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