Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit301-01-20020609_163400_20020609_211800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/09 |
Start Time | | 2002/06/09 16:34 |
End Time | | 2002/06/09 21:16 |
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 | | -31.66 |
Dipole Tilt, in Y-Z GSE plane, deg | | -12.04 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 161.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit301-01-20020609_163400_20020609_211800-constBx0 |
Minimum Dst Value | | -14 |
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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