Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Andrey_Samsonov_021822_4 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | June 01, 2001 |
Start Time | | 2001/06/01 20:00 |
End Time | | 2001/06/02 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 | | 29.80 |
Dipole Tilt, in Y-Z GSE plane, deg | | 16.80 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 136.80000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Andrey_Samsonov_021822_4 |
Minimum Dst Value | | -27 |
SW Source | | OMNI |
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 Polar for time period of this run.
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