Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Ricardo_Todling_022120_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 17, 2015 |
Start Time | | 2015/03/17 04:00 |
End Time | | 2015/03/17 06:00 |
Key Words | | GMAO |
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 | | -12.02 |
Dipole Tilt, in Y-Z GSE plane, deg | | 25.89 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 113.20000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Ricardo_Todling_022120_1 |
Minimum Dst Value | | 7 |
SW Source | | ACE-realtime |
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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