Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit352-11-20021011_013400_20021011_061800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/10/11 |
Start Time | | 2002/10/11 01:34 |
End Time | | 2002/10/11 06:16 |
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 | | 18.26 |
Dipole Tilt, in Y-Z GSE plane, deg | | 26.73 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 178.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit352-11-20021011_013400_20021011_061800-constBx0 |
Minimum Dst Value | | -46 |
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 Geotail for time period of this run.
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)
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