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 Cluster-1 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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