Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: CHIH-PING_WANG_061518_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | July 09, 2017 |
Start Time | | 2017/07/09 06:00 |
End Time | | 2017/07/09 11:00 |
Key Words | | tail conjunction |
Model | | SWMF |
Model Version | | v20140611 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 13.31 |
Dipole Tilt, in Y-Z GSE plane, deg | | -9.98 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 94.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | CHIH-PING_WANG_061518_2 |
Minimum Dst Value | | -21 |
SW Source | | DSCOVR-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-D for time period of this run.
![](data: 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)
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