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 GOES-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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