Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Gabriel_Voitcu_011623_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | October 16, 2015 |
Start Time | | 2015/10/16 09:45 |
End Time | | 2015/10/16 10:45 |
Key Words | | magnetopause |
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 | | -12.64 |
Dipole Tilt, in Y-Z GSE plane, deg | | -31.37 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 0.00000 |
Conductance Model | | constant |
Corotation | | real |
Run Number | | Gabriel_Voitcu_011623_3 |
Minimum Dst Value | | -15 |
SW Source | | OMNI |
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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