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