Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit327-10-20020812_090400_20020812_134900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/08/12 |
Start Time | | 2002/08/12 09:04 |
End Time | | 2002/08/12 13:47 |
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 | | -18.30 |
Dipole Tilt, in Y-Z GSE plane, deg | | 28.94 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 188.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit327-10-20020812_090400_20020812_134900-constBx0 |
Minimum Dst Value | | -12 |
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 Polar for time period of this run.
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)
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