Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: yuhui_fu_011623_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 03, 2023 |
Start Time | | 2023/01/03 12:00 |
End Time | | 2023/01/03 14:00 |
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 | | -19.98 |
Dipole Tilt, in Y-Z GSE plane, deg | | -4.23 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 97.10000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | yuhui_fu_011623_4 |
Minimum Dst Value | | -8 |
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.
Data/Model comparison B plot for THEMIS-D for time period of this run.
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)
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