Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Suji_KJ_102417_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 20, 2015 |
Start Time | | 2015/03/20 20:59 |
End Time | | 2015/03/21 00:30 |
Key Words | | Substorm onset |
Model | | OpenGGCM |
Model Version | | 4.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 5.60 |
Dipole Tilt, in Y-Z GSE plane, deg | | 31.86 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 111.80000 |
Conductance Model | | CTIM |
Corotation | | real |
Run Number | | Suji_KJ_102417_3 |
Minimum Dst Value | | -52 |
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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)
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