Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit346-04-20020925_094100_20020925_142600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/25 |
Start Time | | 2002/09/25 09:41 |
End Time | | 2002/09/25 14:24 |
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 | | -3.03 |
Dipole Tilt, in Y-Z GSE plane, deg | | 33.19 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 154.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit346-04-20020925_094100_20020925_142600-constBx0 |
Minimum Dst Value | | -1 |
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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