Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Motoharu_Nowada_090418_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | September 22, 2000 |
Start Time | | 2000/09/22 06:00 |
End Time | | 2000/09/22 09:00 |
Key Words | | Effect of IMF-By |
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 | | -10.75 |
Dipole Tilt, in Y-Z GSE plane, deg | | -27.08 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 233.80000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Motoharu_Nowada_090418_1 |
Minimum Dst Value | | -21 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | YES, plot them |
|
View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Polar for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |