Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit266-05-20020319_055600_20020319_104000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/19 |
Start Time | | 2002/03/19 05:56 |
End Time | | 2002/03/19 10:38 |
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 | | 7.08 |
Dipole Tilt, in Y-Z GSE plane, deg | | -15.15 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 173.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit266-05-20020319_055600_20020319_104000-constBx0 |
Minimum Dst Value | | -37 |
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 Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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