Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit364-05-20021107_101700_20021107_150100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/07 |
Start Time | | 2002/11/07 10:17 |
End Time | | 2002/11/07 14:59 |
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 | | 12.38 |
Dipole Tilt, in Y-Z GSE plane, deg | | 26.28 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 186.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit364-05-20021107_101700_20021107_150100-constBx0 |
Minimum Dst Value | | -38 |
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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