Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: shanxue_jiang_011223_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 02, 2023 |
Start Time | | 2023/01/02 04:00 |
End Time | | 2023/01/02 06:00 |
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 | | -32.31 |
Dipole Tilt, in Y-Z GSE plane, deg | | 7.41 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 97.10000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | shanxue_jiang_011223_3 |
Minimum Dst Value | | -18 |
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-1 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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