Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: KD_Kuntz_122321_4 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | December 21, 2021 |
Start Time | | 2021/12/21 13:30 |
End Time | | 2021/12/22 04:00 |
Key Words | | SWCX Observation |
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 | | -17.35 |
Dipole Tilt, in Y-Z GSE plane, deg | | -7.83 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 76.10000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | KD_Kuntz_122321_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.
Model values plot for THEMIS-A for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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