Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit292-03-20020519_162900_20020519_211400-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 16:29 |
End Time | | 2002/05/19 21:12 |
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 | | -29.50 |
Dipole Tilt, in Y-Z GSE plane, deg | | -19.67 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 175.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit292-03-20020519_162900_20020519_211400-constBx0 |
Minimum Dst Value | | -38 |
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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