Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit333-11-20020826_203200_20020827_011700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/08/26 |
Start Time | | 2002/08/26 20:32 |
End Time | | 2002/08/27 01:15 |
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 | | -10.29 |
Dipole Tilt, in Y-Z GSE plane, deg | | 10.69 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 172.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit333-11-20020826_203200_20020827_011700-constBx0 |
Minimum Dst Value | | -45 |
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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