Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Masaki_Nishino_010420_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 24, 2018 |
Start Time | | 2018/08/24 00:00 |
End Time | | 2018/08/26 00:00 |
Key Words | | NBz_Conjunction |
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 | | 8.50 |
Dipole Tilt, in Y-Z GSE plane, deg | | -11.55 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 74.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Masaki_Nishino_010420_2 |
Minimum Dst Value | | -50 |
SW Source | | ACE-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 Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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