Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: sayi_zhang_011723_3 | |
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 18:00 |
End Time | | 2023/01/04 20:00 |
Key Words | | 3 |
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 | | -13.81 |
Dipole Tilt, in Y-Z GSE plane, deg | | 8.59 |
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_3 |
Minimum Dst Value | | -9 |
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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