Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: KD_Kuntz_071921_4 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | May 31, 2019 |
Start Time | | 2019/05/31 22:00 |
End Time | | 2019/06/01 23:00 |
Key Words | | Magnetospheric SWCX |
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 | | 24.77 |
Dipole Tilt, in Y-Z GSE plane, deg | | 18.45 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 70.60000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | KD_Kuntz_071921_4 |
Minimum Dst Value | | -10 |
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-B for time period of this run.
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)
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