Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Naomi_Maruyama_011818_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | September 07, 2017 |
Start Time | | 2017/09/07 00:00 |
End Time | | 2017/09/09 00:00 |
Key Words | | storm |
Model | | SWMF |
Model Version | | v20140611 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 3.22 |
Dipole Tilt, in Y-Z GSE plane, deg | | -13.57 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 130.40000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Naomi_Maruyama_011818_1 |
Minimum Dst Value | | -142 |
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 Geotail for time period of this run.
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