Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Naoko_Takahashi_060617_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 27, 2017 |
Start Time | | 2017/03/27 06:00 |
End Time | | 2017/03/27 12:00 |
Key Words | | withoutCRCM |
Model | | SWMF |
Model Version | | v20130129 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -6.97 |
Dipole Tilt, in Y-Z GSE plane, deg | | 20.68 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 82.50000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Naoko_Takahashi_060617_3 |
Minimum Dst Value | | -64 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for Cluster-4 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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