Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit317-10-20020719_135800_20020719_184300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/19 |
Start Time | | 2002/07/19 13:58 |
End Time | | 2002/07/19 18:41 |
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 | | -31.25 |
Dipole Tilt, in Y-Z GSE plane, deg | | 15.63 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 188.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit317-10-20020719_135800_20020719_184300-constBx0 |
Minimum Dst Value | | -10 |
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 Geotail for time period of this run.
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)
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