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.
Model values plot for IMP-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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