Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Shreeya_Khurana_072717_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | February 19, 2014 |
Start Time | | 2014/02/19 23:45 |
End Time | | 2014/02/20 11:45 |
Key Words | | Magnetopause Crossing |
Model | | SWMF |
Model Version | | v20140611 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -14.56 |
Dipole Tilt, in Y-Z GSE plane, deg | | 30.63 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 154.20000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Shreeya_Khurana_072717_1 |
Minimum Dst Value | | -80 |
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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