Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit317-01-20020717_190400_20020717_234900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/17 |
Start Time | | 2002/07/17 19:04 |
End Time | | 2002/07/17 23:47 |
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 | | -24.47 |
Dipole Tilt, in Y-Z GSE plane, deg | | -0.20 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 185.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit317-01-20020717_190400_20020717_234900-constBx0 |
Minimum Dst Value | | 7 |
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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