Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit342-10-20020917_014500_20020917_063000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/17 |
Start Time | | 2002/09/17 01:45 |
End Time | | 2002/09/17 06:28 |
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 | | 8.09 |
Dipole Tilt, in Y-Z GSE plane, deg | | 27.46 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 195.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit342-10-20020917_014500_20020917_063000-constBx0 |
Minimum Dst Value | | -22 |
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 GOES-10 for time period of this run.
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)
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