Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Sungjun_Noh_010322_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | December 01, 2017 |
Start Time | | 2017/12/01 13:30 |
End Time | | 2017/12/01 15:00 |
Key Words | | Foreshock transient |
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 | | -15.86 |
Dipole Tilt, in Y-Z GSE plane, deg | | -15.87 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 68.30000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Sungjun_Noh_010322_1 |
Minimum Dst Value | | -1 |
SW Source | | OMNI |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for THEMIS-B for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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