Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Jia_Wei_101623_15 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 04, 2023 |
Start Time | | 2023/01/04 12:00 |
End Time | | 2023/01/04 18:00 |
Key Words | | t15 |
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 | | -19.89 |
Dipole Tilt, in Y-Z GSE plane, deg | | -3.80 |
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_15 |
Minimum Dst Value | | -46 |
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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)
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