Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Maksym_Petrenko_040623_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | |
Start Time | | 2008/03/14 00:00 |
End Time | | 2008/03/14 06:00 |
Key Words | | SWMF01-Test_IO_Preset_1 |
Model | | SWMF |
Model Version | | v20211020 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -6.12 |
Dipole Tilt, in Y-Z GSE plane, deg | | 33.06 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | -1.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Maksym_Petrenko_040623_1 |
Minimum Dst Value | | -25 |
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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