Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: KD_Kuntz_122321_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | December 01, 2021 |
Start Time | | 2021/12/01 20:00 |
End Time | | 2021/12/02 22:00 |
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 | | -15.65 |
Dipole Tilt, in Y-Z GSE plane, deg | | -1.35 |
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_3 |
Minimum Dst Value | | -31 |
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-B for time period of this run.
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)
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