Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: yanan_liu_030823_5 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 13, 2015 |
Start Time | | 2015/03/13 18:00 |
End Time | | 2015/03/17 18:00 |
Key Words | | 2015 |
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 | | 7.21 |
Dipole Tilt, in Y-Z GSE plane, deg | | 25.79 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 117.90000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | yanan_liu_030823_5 |
Minimum Dst Value | | -162 |
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 Geotail for time period of this run.
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)
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