Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Jiajia_Wei_033123_10 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 04, 2020 |
Start Time | | 2020/01/04 00:00 |
End Time | | 2020/01/05 00:00 |
Key Words | | 0104 |
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 | | -25.94 |
Dipole Tilt, in Y-Z GSE plane, deg | | 15.58 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 69.80000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Jiajia_Wei_033123_10 |
Minimum Dst Value | | -25 |
SW Source | | WIND |
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-B for time period of this run.
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)
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