Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Adam_Liebers_110723_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | July 22, 2000 |
Start Time | | 2000/07/22 08:00 |
End Time | | 2000/07/23 08:00 |
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 | | 13.68 |
Dipole Tilt, in Y-Z GSE plane, deg | | -19.95 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 0 |
F10.7 | | 259.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Adam_Liebers_110723_3 |
Minimum Dst Value | | -63 |
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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