Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Sheng_Li_101521_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, 2016 |
Start Time | | 2016/01/01 00:00 |
End Time | | 2016/01/02 00:00 |
Key Words | | magnetopause |
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 | | -26.21 |
Dipole Tilt, in Y-Z GSE plane, deg | | 14.53 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 95.10000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Sheng_Li_101521_1 |
Minimum Dst Value | | -117 |
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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