Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit306-10-20020623_072900_20020623_121300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/23 |
Start Time | | 2002/06/23 07:29 |
End Time | | 2002/06/23 12:11 |
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 | | -19.64 |
Dipole Tilt, in Y-Z GSE plane, deg | | -9.64 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 147.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit306-10-20020623_072900_20020623_121300-constBx0 |
Minimum Dst Value | | -18 |
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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