Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Jia_Wei_101623_9 | |
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 00:00 |
End Time | | 2023/01/03 06:00 |
Key Words | | t9 |
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 | | -26.01 |
Dipole Tilt, in Y-Z GSE plane, deg | | 15.16 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 97.10000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Jia_Wei_101623_9 |
Minimum Dst Value | | -13 |
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.
Satellite data B plot for THEMIS-D for time period of this run.
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)
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