Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit347-04-20020927_184300_20020927_232700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/27 |
Start Time | | 2002/09/27 18:43 |
End Time | | 2002/09/27 23:25 |
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 | | -2.24 |
Dipole Tilt, in Y-Z GSE plane, deg | | 13.82 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 152.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit347-04-20020927_184300_20020927_232700-constBx0 |
Minimum Dst Value | | -6 |
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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