Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Naoko_Takahashi_080217_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 00:00 |
End Time | | 2017/03/30 00:00 |
Key Words | | substorm injection |
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 | | -0.04 |
Dipole Tilt, in Y-Z GSE plane, deg | | 32.50 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 82.50000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Naoko_Takahashi_080217_1 |
Minimum Dst Value | | -74 |
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-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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