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 Polar for time period of this run.
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)
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