Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit330-03-20020818_030000_20020818_074500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/08/18 |
Start Time | | 2002/08/18 03:00 |
End Time | | 2002/08/18 07:43 |
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 | | -3.86 |
Dipole Tilt, in Y-Z GSE plane, deg | | 23.51 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 246.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit330-03-20020818_030000_20020818_074500-constBx0 |
Minimum Dst Value | | -34 |
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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