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 GOES-8 for time period of this run.
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)
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