Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: shengsheng_li_011723_4 | |
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 20:00 |
End Time | | 2023/01/03 22:00 |
Key Words | | 4 |
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 | | -16.53 |
Dipole Tilt, in Y-Z GSE plane, deg | | 12.59 |
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_4 |
Minimum Dst Value | | -14 |
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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