Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit313-03-20020708_161000_20020708_205500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/08 |
Start Time | | 2002/07/08 16:10 |
End Time | | 2002/07/08 20:53 |
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 | | -31.20 |
Dipole Tilt, in Y-Z GSE plane, deg | | 0.82 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 135.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit313-03-20020708_161000_20020708_205500-constBx0 |
Minimum Dst Value | | -5 |
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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