Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit327-02-20020810_185600_20020810_234100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/08/10 |
Start Time | | 2002/08/10 18:56 |
End Time | | 2002/08/10 23:39 |
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 | | -19.34 |
Dipole Tilt, in Y-Z GSE plane, deg | | 7.77 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 152.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit327-02-20020810_185600_20020810_234100-constBx0 |
Minimum Dst Value | | -16 |
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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