Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Adam_Liebers_110623_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | June 10, 2000 |
Start Time | | 2000/06/10 04:00 |
End Time | | 2000/06/10 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 | | 12.87 |
Dipole Tilt, in Y-Z GSE plane, deg | | 6.59 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 0 |
F10.7 | | 185.10000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Adam_Liebers_110623_3 |
Minimum Dst Value | | -52 |
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 IMP-8 for time period of this run.
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)
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