Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Bing_Yang_010220_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | May 15, 2019 |
Start Time | | 2019/05/15 10:00 |
End Time | | 2019/05/15 20:00 |
Key Words | | wave |
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 | | 16.73 |
Dipole Tilt, in Y-Z GSE plane, deg | | 4.54 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 75.60000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Bing_Yang_010220_1 |
Minimum Dst Value | | -8 |
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.
![](data: 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)
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