Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit316-12-20020717_141500_20020717_185900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/17 |
Start Time | | 2002/07/17 14:15 |
End Time | | 2002/07/17 18:57 |
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 | | -31.60 |
Dipole Tilt, in Y-Z GSE plane, deg | | 14.63 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 185.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit316-12-20020717_141500_20020717_185900-constBx0 |
Minimum Dst Value | | -7 |
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-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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