Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Shreeya_Khurana_080817_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | August 05, 2011 |
Start Time | | 2011/08/05 13:20 |
End Time | | 2011/08/06 01:20 |
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 | | 24.69 |
Dipole Tilt, in Y-Z GSE plane, deg | | -25.05 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 112.50000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Shreeya_Khurana_080817_2 |
Minimum Dst Value | | -88 |
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-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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