Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Shipra_Sinha_080923_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | July 19, 2016 |
Start Time | | 2016/07/19 22:00 |
End Time | | 2016/07/20 02:00 |
Key Words | | Magnetosphere response to pressure |
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 | | 22.70 |
Dipole Tilt, in Y-Z GSE plane, deg | | -1.28 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 104.10000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Shipra_Sinha_080923_1 |
Minimum Dst Value | | 7 |
SW Source | | OMNI |
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 Geotail for time period of this run.
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)
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