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.
Satellite data B plot for THEMIS-D for time period of this run.
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