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-B for time period of this run.
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