Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Nicholas_Gross_041523_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | November 17, 2017 |
Start Time | | 2017/11/17 13:00 |
End Time | | 2017/11/18 00:00 |
Key Words | | Magnetosphere ACE SW Comparison |
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 | | -14.31 |
Dipole Tilt, in Y-Z GSE plane, deg | | -21.74 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 74.70000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Nicholas_Gross_041523_2 |
Minimum Dst Value | | -12 |
SW Source | | WIND |
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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