Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit328-06-20020813_230700_20020814_035200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/08/13 |
Start Time | | 2002/08/13 23:07 |
End Time | | 2002/08/14 03:50 |
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 | | -8.32 |
Dipole Tilt, in Y-Z GSE plane, deg | | 10.24 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 196.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit328-06-20020813_230700_20020814_035200-constBx0 |
Minimum Dst Value | | -17 |
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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