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-D for time period of this run.
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)
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