Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit345-09-20020924_002400_20020924_050900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/24 |
Start Time | | 2002/09/24 00:24 |
End Time | | 2002/09/24 05:07 |
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 | | 9.23 |
Dipole Tilt, in Y-Z GSE plane, deg | | 17.45 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 158.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit345-09-20020924_002400_20020924_050900-constBx0 |
Minimum Dst Value | | -5 |
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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