Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: jiajia_Wei_101623_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 01, 2023 |
Start Time | | 2023/01/01 00:00 |
End Time | | 2023/01/01 04:00 |
Key Words | | first |
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 | | -26.13 |
Dipole Tilt, in Y-Z GSE plane, deg | | 14.30 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 97.10000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | jiajia_Wei_101623_1 |
Minimum Dst Value | | -26 |
SW Source | | OMNI |
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-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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