Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit289-09-20020513_174600_20020513_223000-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 17:46 |
End Time | | 2002/05/13 22:28 |
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 | | -26.47 |
Dipole Tilt, in Y-Z GSE plane, deg | | -23.74 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 175.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit289-09-20020513_174600_20020513_223000-constBx0 |
Minimum Dst Value | | -9 |
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 Polar for time period of this run.
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)
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