Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Adam_Liebers_061423_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | April 20, 2011 |
Start Time | | 2011/04/20 06:00 |
End Time | | 2011/04/20 08:00 |
Key Words | | run_8 |
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 | | 2.07 |
Dipole Tilt, in Y-Z GSE plane, deg | | 17.57 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 118.10000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Adam_Liebers_061423_1 |
Minimum Dst Value | | -22 |
SW Source | | WIND |
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 THEMIS-B for time period of this run.
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)
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