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.
Satellite data B plot for GOES-12 for time period of this run.
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)
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