Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit336-07-20020902_044600_20020902_093100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/02 |
Start Time | | 2002/09/02 04:46 |
End Time | | 2002/09/02 09:29 |
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 | | 0.04 |
Dipole Tilt, in Y-Z GSE plane, deg | | 28.74 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 176.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit336-07-20020902_044600_20020902_093100-constBx0 |
Minimum Dst Value | | -30 |
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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