Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: shengsheng_li_012223_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 01, 2023 |
Start Time | | 2023/01/01 08:00 |
End Time | | 2023/01/01 10:00 |
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 | | -29.35 |
Dipole Tilt, in Y-Z GSE plane, deg | | -3.36 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 97.10000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | shengsheng_li_012223_1 |
Minimum Dst Value | | -17 |
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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