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-A for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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