Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Hannah_Zhang_101120_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | February 19, 2017 |
Start Time | | 2017/02/19 07:40 |
End Time | | 2017/02/19 09:40 |
Key Words | | bx |
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 | | -19.10 |
Dipole Tilt, in Y-Z GSE plane, deg | | 14.41 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 76.40000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Hannah_Zhang_101120_1 |
Minimum Dst Value | | -23 |
SW Source | | ACE-realtime |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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