Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Adam_Liebers_061423_7 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | April 13, 2013 |
Start Time | | 2013/04/13 00:00 |
End Time | | 2013/04/13 02:00 |
Key Words | | run_14 |
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 | | 6.99 |
Dipole Tilt, in Y-Z GSE plane, deg | | 31.11 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 125.80000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Adam_Liebers_061423_7 |
Minimum Dst Value | | -4 |
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.
![](data: 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)
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