Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit356-11-20021020_140700_20021020_185200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/10/20 |
Start Time | | 2002/10/20 14:07 |
End Time | | 2002/10/20 18:50 |
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 | | 0.84 |
Dipole Tilt, in Y-Z GSE plane, deg | | 24.83 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 178.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit356-11-20021020_140700_20021020_185200-constBx0 |
Minimum Dst Value | | -29 |
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-10 for time period of this run.
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)
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