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.
Satellite data B plot for Geotail for time period of this run.
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)
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