Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit336-08-20020902_093200_20020902_141700-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 09:32 |
End Time | | 2002/09/02 14:15 |
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 | | -12.30 |
Dipole Tilt, in Y-Z GSE plane, deg | | 32.30 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 176.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit336-08-20020902_093200_20020902_141700-constBx0 |
Minimum Dst Value | | -14 |
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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