Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: shengsheng_li_011723_2 | |
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 16:00 |
End Time | | 2023/01/03 18:00 |
Key Words | | 2 |
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 | | -13.69 |
Dipole Tilt, in Y-Z GSE plane, deg | | 3.16 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 97.10000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | shengsheng_li_011723_2 |
Minimum Dst Value | | -15 |
SW Source | | DSCOVR-realtime |
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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