Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Adam_Liebers_110723_5 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | July 23, 2000 |
Start Time | | 2000/07/23 14:00 |
End Time | | 2000/07/24 23:00 |
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 | | 28.92 |
Dipole Tilt, in Y-Z GSE plane, deg | | -20.62 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 0 |
F10.7 | | 224.30000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Adam_Liebers_110723_5 |
Minimum Dst Value | | -68 |
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 GOES-8 for time period of this run.
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)
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