Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: shengsheng_li_011123_13 | |
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 16:00 |
End Time | | 2023/01/01 18:00 |
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 | | -13.85 |
Dipole Tilt, in Y-Z GSE plane, deg | | 2.34 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 97.10000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | shengsheng_li_011123_13 |
Minimum Dst Value | | -20 |
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 Wind for time period of this run.
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)
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