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: |
|
|
|
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 |
|
View interactive javascript plot of satellite positions during this run in a new window.
Diagnostic indices for this run.
Choose variable to plot:
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |