Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit264-02-20020313_213200_20020314_021700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/13 |
Start Time | | 2002/03/13 21:32 |
End Time | | 2002/03/14 02:15 |
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 | | 6.15 |
Dipole Tilt, in Y-Z GSE plane, deg | | -33.39 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 182.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit264-02-20020313_213200_20020314_021700-constBx0 |
Minimum Dst Value | | -4 |
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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