Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit348-01-20020929_133200_20020929_181700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/29 |
Start Time | | 2002/09/29 13:32 |
End Time | | 2002/09/29 18:15 |
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 | | -7.84 |
Dipole Tilt, in Y-Z GSE plane, deg | | 27.49 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 138.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit348-01-20020929_133200_20020929_181700-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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