Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit292-01-20020519_065700_20020519_114200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/05/19 |
Start Time | | 2002/05/19 06:57 |
End Time | | 2002/05/19 11:40 |
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 | | -15.92 |
Dipole Tilt, in Y-Z GSE plane, deg | | -2.75 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 175.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit292-01-20020519_065700_20020519_114200-constBx0 |
Minimum Dst Value | | -58 |
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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