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-D for time period of this run.
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