Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Sheng_Li_111523_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 00:00 |
End Time | | 2023/01/01 04:00 |
Key Words | | magnetopause |
Model | | OpenGGCM |
Model Version | | 5.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSE |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -26.13 |
Dipole Tilt, in Y-Z GSE plane, deg | | 14.30 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 97.10000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Sheng_Li_111523_1 |
Minimum Dst Value | | -26 |
SW Source | | OMNI |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for THEMIS-C for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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