Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Shreeya_Khurana_080817_3 | |
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 | | 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 | | 24.69 |
Dipole Tilt, in Y-Z GSE plane, deg | | -25.05 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 112.50000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Shreeya_Khurana_080817_3 |
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.
Satellite data B plot for Cluster-3 for time period of this run.
![](data: image/png;base64,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)
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