Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit367-05-20021114_133800_20021114_182300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/14 |
Start Time | | 2002/11/14 13:38 |
End Time | | 2002/11/14 18:21 |
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 | | 8.83 |
Dipole Tilt, in Y-Z GSE plane, deg | | 11.04 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 180.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit367-05-20021114_133800_20021114_182300-constBx0 |
Minimum Dst Value | | -22 |
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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