Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Adam_Liebers_110723_6 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | July 29, 2000 |
Start Time | | 2000/07/29 03:00 |
End Time | | 2000/07/30 07:00 |
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 | | 9.57 |
Dipole Tilt, in Y-Z GSE plane, deg | | -9.42 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 0 |
F10.7 | | 157.90000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Adam_Liebers_110723_6 |
Minimum Dst Value | | -71 |
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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