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 Geotail for time period of this run.
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