Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit364-06-20021107_150200_20021107_194600-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 15:02 |
End Time | | 2002/11/07 19:44 |
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 | | 7.06 |
Dipole Tilt, in Y-Z GSE plane, deg | | 12.80 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 186.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit364-06-20021107_150200_20021107_194600-constBx0 |
Minimum Dst Value | | -37 |
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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