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.
Model values plot for Cluster-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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