Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit335-04-20020830_052200_20020830_100700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/08/30 |
Start Time | | 2002/08/30 05:22 |
End Time | | 2002/08/30 10:05 |
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 | | 29.33 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 173.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit335-04-20020830_052200_20020830_100700-constBx0 |
Minimum Dst Value | | -42 |
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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