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-C for time period of this run.
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)
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