Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit289-05-20020512_224600_20020513_033000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/05/12 |
Start Time | | 2002/05/12 22:46 |
End Time | | 2002/05/13 03:28 |
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 | | -13.58 |
Dipole Tilt, in Y-Z GSE plane, deg | | -23.80 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 187.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit289-05-20020512_224600_20020513_033000-constBx0 |
Minimum Dst Value | | -44 |
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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