Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit326-08-20020809_142400_20020809_190900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/08/09 |
Start Time | | 2002/08/09 14:24 |
End Time | | 2002/08/09 19:07 |
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 | | -27.07 |
Dipole Tilt, in Y-Z GSE plane, deg | | 21.61 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 144.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit326-08-20020809_142400_20020809_190900-constBx0 |
Minimum Dst Value | | -21 |
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 Wind for time period of this run.
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)
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