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.
Model values plot for Cluster-1 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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