Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit268-01-20020323_050400_20020323_094900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/23 |
Start Time | | 2002/03/23 05:04 |
End Time | | 2002/03/23 09:47 |
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 | | 7.06 |
Dipole Tilt, in Y-Z GSE plane, deg | | -16.53 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 169.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit268-01-20020323_050400_20020323_094900-constBx0 |
Minimum Dst Value | | -3 |
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.
Model values plot for Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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