Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit256-07-20020223_203400_20020224_011900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/23 |
Start Time | | 2002/02/23 20:34 |
End Time | | 2002/02/24 01:17 |
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 | | 11.07 |
Dipole Tilt, in Y-Z GSE plane, deg | | -31.99 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 184.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit256-07-20020223_203400_20020224_011900-constBx0 |
Minimum Dst Value | | -1 |
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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