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 THEMIS-E for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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