Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit366-12-20021113_135100_20021113_183400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/13 |
Start Time | | 2002/11/13 13:51 |
End Time | | 2002/11/13 18:32 |
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 | | 9.04 |
Dipole Tilt, in Y-Z GSE plane, deg | | 19.48 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 178.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit366-12-20021113_135100_20021113_183400-constBx0 |
Minimum Dst Value | | -27 |
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 Wind for time period of this run.
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)
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