Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit325-05-20020806_145700_20020806_194200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/08/06 |
Start Time | | 2002/08/06 14:57 |
End Time | | 2002/08/06 19:40 |
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 | | -26.77 |
Dipole Tilt, in Y-Z GSE plane, deg | | 12.66 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 148.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit325-05-20020806_145700_20020806_194200-constBx0 |
Minimum Dst Value | | -10 |
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.
Data/Model comparison B plot for GOES-8 for time period of this run.
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)
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