Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Shipra_Sinha_080623_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | August 31, 2017 |
Start Time | | 2017/08/31 03:00 |
End Time | | 2017/08/31 08:00 |
Key Words | | Magnetosphere 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 | | 0.15 |
Dipole Tilt, in Y-Z GSE plane, deg | | -17.46 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 93.60000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Shipra_Sinha_080623_1 |
Minimum Dst Value | | 14 |
SW Source | | OMNI |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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