Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit266-02-20020318_154100_20020318_202500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/18 |
Start Time | | 2002/03/18 15:41 |
End Time | | 2002/03/18 20:23 |
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 | | -9.60 |
Dipole Tilt, in Y-Z GSE plane, deg | | -28.06 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 176.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit266-02-20020318_154100_20020318_202500-constBx0 |
Minimum Dst Value | | 37 |
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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