Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: sayi_zhang_011723_4 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 04, 2023 |
Start Time | | 2023/01/04 20:00 |
End Time | | 2023/01/04 22:00 |
Key Words | | 4 |
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 | | -16.44 |
Dipole Tilt, in Y-Z GSE plane, deg | | 12.99 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 97.10000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | sayi_zhang_011723_4 |
Minimum Dst Value | | -2 |
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.
Diagnostic indices for this run.
Choose variable to plot:
![](data: image/png;base64,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)
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