Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Adam_Liebers_060823_2 | |
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, 2000 |
Start Time | | 2000/01/01 07:00 |
End Time | | 2000/01/01 09:00 |
Key Words | | run_2 |
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 | | -31.73 |
Dipole Tilt, in Y-Z GSE plane, deg | | -2.23 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 125.60000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Adam_Liebers_060823_2 |
Minimum Dst Value | | -38 |
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 Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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