Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Andrey_Samsonov_092322_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 02, 2001 |
Start Time | | 2001/01/02 18:00 |
End Time | | 2001/01/03 06:00 |
Key Words | | southward IMF turning |
Model | | SWMF |
Model Version | | v20180525 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -13.03 |
Dipole Tilt, in Y-Z GSE plane, deg | | 8.49 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 170.20000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Andrey_Samsonov_092322_1 |
Minimum Dst Value | | -35 |
SW Source | | ACE-L2 |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for GOES-8 for time period of this run.
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)
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