Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit344-12-20020922_053400_20020922_101600-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 05:34 |
End Time | | 2002/09/22 10:14 |
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 | | 7.16 |
Dipole Tilt, in Y-Z GSE plane, deg | | 31.55 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 161.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit344-12-20020922_053400_20020922_101600-constBx0 |
Minimum Dst Value | | -12 |
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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