Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit268-12-20020325_093000_20020325_141000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/25 |
Start Time | | 2002/03/25 09:30 |
End Time | | 2002/03/25 14:08 |
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 | | -4.27 |
Dipole Tilt, in Y-Z GSE plane, deg | | -13.25 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 169.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit268-12-20020325_093000_20020325_141000-constBx0 |
Minimum Dst Value | | -34 |
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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