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 THEMIS-A for time period of this run.
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