Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: shanxue_jiang_011223_4 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 02, 2023 |
Start Time | | 2023/01/02 06:00 |
End Time | | 2023/01/02 08:00 |
Key Words | | 4 |
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 | | -31.96 |
Dipole Tilt, in Y-Z GSE plane, deg | | 1.73 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 97.10000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | shanxue_jiang_011223_4 |
Minimum Dst Value | | -18 |
SW Source | | DSCOVR-realtime |
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-A for time period of this run.
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)
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