Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit356-01-20021018_142700_20021018_191200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/10/18 |
Start Time | | 2002/10/18 14:27 |
End Time | | 2002/10/18 19:10 |
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 | | 0.01 |
Dipole Tilt, in Y-Z GSE plane, deg | | 17.90 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 171.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit356-01-20021018_142700_20021018_191200-constBx0 |
Minimum Dst Value | | -37 |
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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