Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: shengsheng_li_011723_1 | |
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 14:00 |
End Time | | 2023/01/03 16:00 |
Key Words | | 1 |
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 | | -15.91 |
Dipole Tilt, in Y-Z GSE plane, deg | | -1.33 |
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_1 |
Minimum Dst Value | | -10 |
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-A for time period of this run.
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)
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