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 GOES-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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