Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit345-01-20020922_101600_20020922_150100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/22 |
Start Time | | 2002/09/22 10:16 |
End Time | | 2002/09/22 14:59 |
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 | | -5.79 |
Dipole Tilt, in Y-Z GSE plane, deg | | 32.71 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 161.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit345-01-20020922_101600_20020922_150100-constBx0 |
Minimum Dst Value | | -14 |
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 Geotail for time period of this run.
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)
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