Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit343-10-20020919_105300_20020919_153800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/19 |
Start Time | | 2002/09/19 10:53 |
End Time | | 2002/09/19 15:36 |
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 | | -8.71 |
Dipole Tilt, in Y-Z GSE plane, deg | | 31.87 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 166.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit343-10-20020919_105300_20020919_153800-constBx0 |
Minimum Dst Value | | -25 |
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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