Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Adam_Liebers_110723_1 | |
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 | | 2000/07/20 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_1 |
Minimum Dst Value | | -72 |
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-10 for time period of this run.
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)
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