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 Wind for time period of this run.
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)
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