Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit352-10-20021010_204900_20021011_013300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/10/10 |
Start Time | | 2002/10/10 20:49 |
End Time | | 2002/10/11 01:31 |
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 | | 8.24 |
Dipole Tilt, in Y-Z GSE plane, deg | | 12.10 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 171.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit352-10-20021010_204900_20021011_013300-constBx0 |
Minimum Dst Value | | -48 |
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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