Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Shreeya_Khurana_012818_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 15, 2015 |
Start Time | | 2015/08/15 05:00 |
End Time | | 2015/08/15 17:00 |
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 | | 4.76 |
Dipole Tilt, in Y-Z GSE plane, deg | | -19.07 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 91.70000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Shreeya_Khurana_012818_3 |
Minimum Dst Value | | -64 |
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 THEMIS-B for time period of this run.
![](data: 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)
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