Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Motoharu_Nowada_090523_1 | |
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 17:00 |
End Time | | 1997/01/10 23:59 |
Key Words | | TPA 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 | | -11.43 |
Dipole Tilt, in Y-Z GSE plane, deg | | 8.93 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 72.90000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Motoharu_Nowada_090523_1 |
Minimum Dst Value | | -59 |
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 IMP-8 for time period of this run.
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)
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