Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit348-03-20020929_230400_20020930_034900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/29 |
Start Time | | 2002/09/29 23:04 |
End Time | | 2002/09/30 03:47 |
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 | | 9.49 |
Dipole Tilt, in Y-Z GSE plane, deg | | 15.20 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 138.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit348-03-20020929_230400_20020930_034900-constBx0 |
Minimum Dst Value | | 1 |
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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