Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit275-08-20020410_060300_20020410_104800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/10 |
Start Time | | 2002/04/10 06:03 |
End Time | | 2002/04/10 10:46 |
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 | | -2.17 |
Dipole Tilt, in Y-Z GSE plane, deg | | -13.52 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 195.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit275-08-20020410_060300_20020410_104800-constBx0 |
Minimum Dst Value | | 14 |
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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