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 Polar for time period of this run.
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)
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