Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: shengsheng_li_011223_3 | |
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, 2023 |
Start Time | | 2023/01/01 22:00 |
End Time | | 2023/01/02 00:00 |
Key Words | | 3 |
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 | | -21.10 |
Dipole Tilt, in Y-Z GSE plane, deg | | 14.48 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 97.10000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | shengsheng_li_011223_3 |
Minimum Dst Value | | -22 |
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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