Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit331-01-20020820_023300_20020820_071800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/08/20 |
Start Time | | 2002/08/20 02:33 |
End Time | | 2002/08/20 07:16 |
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 | | -3.04 |
Dipole Tilt, in Y-Z GSE plane, deg | | 23.64 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 232.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit331-01-20020820_023300_20020820_071800-constBx0 |
Minimum Dst Value | | -59 |
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-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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