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.
Satellite data B plot for THEMIS-C for time period of this run.
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)
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