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-1 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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