Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: James_Davis_102522_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | September 07, 2017 |
Start Time | | 2017/09/07 21:00 |
End Time | | 2017/09/08 02:00 |
Key Words | | swmf |
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 | | 10.32 |
Dipole Tilt, in Y-Z GSE plane, deg | | -14.15 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 130.40000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | James_Davis_102522_1 |
Minimum Dst Value | | -142 |
SW Source | | OMNI |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Cluster-1 for time period of this run.
![](data: 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)
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