Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Lucy_Waite_120623_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 01, 2012 |
Start Time | | 2012/01/01 00:00 |
End Time | | 2012/01/02 02:00 |
Key Words | | Average Day |
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 | | -26.33 |
Dipole Tilt, in Y-Z GSE plane, deg | | 14.76 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 130.30000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Lucy_Waite_120623_2 |
Minimum Dst Value | | -15 |
SW Source | | ACE-L2 |
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-3 for time period of this run.
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)
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