Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Jia_Wei_031423_11 | |
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, 2020 |
Start Time | | 2020/01/01 00:00 |
End Time | | 2020/01/01 06:00 |
Key Words | | event1 |
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 | | 69.40000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Jia_Wei_031423_11 |
Minimum Dst Value | | -6 |
SW Source | | WIND |
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-E for time period of this run.
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)
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