Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit299-10-20020606_171400_20020606_215800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/06 |
Start Time | | 2002/06/06 17:14 |
End Time | | 2002/06/06 21:56 |
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 | | -30.51 |
Dipole Tilt, in Y-Z GSE plane, deg | | -14.53 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 159.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit299-10-20020606_171400_20020606_215800-constBx0 |
Minimum Dst Value | | -13 |
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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