Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit315-04-20020713_151100_20020713_195600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/13 |
Start Time | | 2002/07/13 15:11 |
End Time | | 2002/07/13 19:54 |
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 | | -31.98 |
Dipole Tilt, in Y-Z GSE plane, deg | | 13.54 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 139.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit315-04-20020713_151100_20020713_195600-constBx0 |
Minimum Dst Value | | -13 |
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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