Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: naoko_Takahashi_061317_1 | |
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 | | storm |
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 | | 32 |
F10.7 | | 82.50000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | naoko_Takahashi_061317_1 |
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-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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