Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit289-08-20020513_130100_20020513_174500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/05/13 |
Start Time | | 2002/05/13 13:01 |
End Time | | 2002/05/13 17:43 |
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 | | -27.79 |
Dipole Tilt, in Y-Z GSE plane, deg | | -9.22 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 175.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit289-08-20020513_130100_20020513_174500-constBx0 |
Minimum Dst Value | | -12 |
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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