Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit330-03-20020818_030000_20020818_074500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/08/18 |
Start Time | | 2002/08/18 03:00 |
End Time | | 2002/08/18 07:43 |
Key Words | | Facsko et al 2016: 1-year run of GUMICS |
Model | | GUMICS |
Model Version | | 4-HC |
Validation Level | | 1 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -3.86 |
Dipole Tilt, in Y-Z GSE plane, deg | | 23.51 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 246.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit330-03-20020818_030000_20020818_074500-constBx0 |
Minimum Dst Value | | -34 |
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 Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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