Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit291-05-20020517_165600_20020517_214100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/05/17 |
Start Time | | 2002/05/17 16:56 |
End Time | | 2002/05/17 21:39 |
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 | | -28.59 |
Dipole Tilt, in Y-Z GSE plane, deg | | -21.14 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 160.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit291-05-20020517_165600_20020517_214100-constBx0 |
Minimum Dst Value | | -16 |
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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