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 GOES-10 for time period of this run.
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)
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