Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: yaxin_gu_112123_2 | |
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 | | 2011/10/20 09:00 |
End Time | | 2011/10/20 10:00 |
Key Words | | b |
Model | | SWMF |
Model Version | | v20230424 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -16.22 |
Dipole Tilt, in Y-Z GSE plane, deg | | -30.51 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | -1.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | yaxin_gu_112123_2 |
Minimum Dst Value | | -12 |
SW Source | | WIND |
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 Cluster-3 for time period of this run.
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)
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