Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Ewelina_Florczak_092521_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | August 25, 2018 |
Start Time | | 2018/08/25 00:00 |
End Time | | 2018/08/27 12:00 |
Key Words | | swmf_rcm |
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 | | 8.15 |
Dipole Tilt, in Y-Z GSE plane, deg | | -11.74 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 73.10000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Ewelina_Florczak_092521_2 |
Minimum Dst Value | | -169 |
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-C for time period of this run.
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)
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