Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Motoharu_Nowada_090923_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 10, 1997 |
Start Time | | 1997/01/10 15:00 |
End Time | | 1997/01/10 23:59 |
Key Words | | Transpolar Arc and Auroral Spiral |
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 | | -12.52 |
Dipole Tilt, in Y-Z GSE plane, deg | | 3.47 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 72.90000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Motoharu_Nowada_090923_3 |
Minimum Dst Value | | -62 |
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.
Model values plot for Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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