Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Shreeya_Khurana_082317_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | December 28, 2010 |
Start Time | | 2010/12/28 08:00 |
End Time | | 2010/12/28 20:00 |
Key Words | | Magnetopause Crossing |
Model | | OpenGGCM |
Model Version | | 4.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -29.89 |
Dipole Tilt, in Y-Z GSE plane, deg | | -5.60 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 78.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Shreeya_Khurana_082317_2 |
Minimum Dst Value | | -50 |
SW Source | | DSCOVR-realtime |
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 GOES-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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