Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit346-04-20020925_094100_20020925_142600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/25 |
Start Time | | 2002/09/25 09:41 |
End Time | | 2002/09/25 14:24 |
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 | | -3.03 |
Dipole Tilt, in Y-Z GSE plane, deg | | 33.19 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 154.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit346-04-20020925_094100_20020925_142600-constBx0 |
Minimum Dst Value | | -1 |
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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