Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Daniel_daSilva_032423_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | October 01, 2013 |
Start Time | | 2013/10/01 23:10 |
End Time | | 2013/10/03 23:10 |
Key Words | | radiation belts |
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 | | -4.91 |
Dipole Tilt, in Y-Z GSE plane, deg | | -13.48 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 107.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Daniel_daSilva_032423_2 |
Minimum Dst Value | | -72 |
SW Source | | OMNI |
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 THEMIS-E for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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