Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Shipra_Sinha_071323_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | December 19, 2015 |
Start Time | | 2015/12/19 15:00 |
End Time | | 2015/12/19 17:00 |
Key Words | | Magnetospheric response |
Model | | OpenGGCM |
Model Version | | 5.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSE |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -14.83 |
Dipole Tilt, in Y-Z GSE plane, deg | | -5.62 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 115.20000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Shipra_Sinha_071323_3 |
Minimum Dst Value | | -9 |
SW Source | | ACE-L2 |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Cluster-4 for time period of this run.
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)
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