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