Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Shreeya_Khurana_080417_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 12, 2012 |
Start Time | | 2012/03/12 04:00 |
End Time | | 2012/03/12 16:00 |
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 | | -14.05 |
Dipole Tilt, in Y-Z GSE plane, deg | | 25.81 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 113.50000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Shreeya_Khurana_080417_3 |
Minimum Dst Value | | -42 |
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-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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