Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit309-08-20020630_023400_20020630_072200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/30 |
Start Time | | 2002/06/30 02:34 |
End Time | | 2002/06/30 07:20 |
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 | | -13.69 |
Dipole Tilt, in Y-Z GSE plane, deg | | -0.84 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 151.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit309-08-20020630_023400_20020630_072200-constBx0 |
Minimum Dst Value | | 3 |
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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