Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit285-10-20020504_102000_20020504_150500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/05/04 |
Start Time | | 2002/05/04 10:20 |
End Time | | 2002/05/04 15:03 |
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 | | -20.78 |
Dipole Tilt, in Y-Z GSE plane, deg | | -7.57 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 192.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit285-10-20020504_102000_20020504_150500-constBx0 |
Minimum Dst Value | | 4 |
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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