Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Jia_Wei_031223_13 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 01, 2022 |
Start Time | | 2022/01/01 00:00 |
End Time | | 2022/01/08 02:00 |
Key Words | | event |
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 | | -26.13 |
Dipole Tilt, in Y-Z GSE plane, deg | | 14.30 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 90.80000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Jia_Wei_031223_13 |
Minimum Dst Value | | -25 |
SW Source | | WIND |
Diagnostic Indices | | NO |
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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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