Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit292-11-20020521_063700_20020521_112200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/05/21 |
Start Time | | 2002/05/21 06:37 |
End Time | | 2002/05/21 11:20 |
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 | | -15.71 |
Dipole Tilt, in Y-Z GSE plane, deg | | -2.35 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 190.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit292-11-20020521_063700_20020521_112200-constBx0 |
Minimum Dst Value | | -25 |
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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