Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit346-05-20020925_142700_20020925_191200-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 14:27 |
End Time | | 2002/09/25 19:10 |
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 | | -9.73 |
Dipole Tilt, in Y-Z GSE plane, deg | | 27.26 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 154.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit346-05-20020925_142700_20020925_191200-constBx0 |
Minimum Dst Value | | -7 |
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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