Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit349-11-20021003_222200_20021004_030700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/10/03 |
Start Time | | 2002/10/03 22:22 |
End Time | | 2002/10/04 03:05 |
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 | | 9.64 |
Dipole Tilt, in Y-Z GSE plane, deg | | 14.04 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 146.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit349-11-20021003_222200_20021004_030700-constBx0 |
Minimum Dst Value | | -125 |
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-4 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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