Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: sayi_zhang_012223_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 02:00 |
Key Words | | 1 |
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 | | sayi_zhang_012223_1 |
Minimum Dst Value | | -24 |
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 THEMIS-D for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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