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.
Satellite data B plot for Wind for time period of this run.
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)
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