Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Shreeya_Khurana_080117_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | October 07, 2012 |
Start Time | | 2012/10/07 23:00 |
End Time | | 2012/10/08 11:00 |
Key Words | | Magnetopause Crossing |
Model | | GUMICS |
Model Version | | 4-HC-20140326 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -6.99 |
Dipole Tilt, in Y-Z GSE plane, deg | | -12.87 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 97.90000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Shreeya_Khurana_080117_3 |
Minimum Dst Value | | -101 |
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 Cluster-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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