Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Adam_Liebers_110723_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | July 20, 2000 |
Start Time | | 2000/07/20 03:00 |
End Time | | 2000/07/21 06:00 |
Key Words | | weak |
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 | | 11.43 |
Dipole Tilt, in Y-Z GSE plane, deg | | -6.39 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 0 |
F10.7 | | 261.10000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Adam_Liebers_110723_2 |
Minimum Dst Value | | -93 |
SW Source | | OMNI |
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 Geotail for time period of this run.
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)
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