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-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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