Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit347-11-20020929_035800_20020929_084200-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 03:58 |
End Time | | 2002/09/29 08:40 |
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 | | 12.61 |
Dipole Tilt, in Y-Z GSE plane, deg | | 28.96 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 138.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit347-11-20020929_035800_20020929_084200-constBx0 |
Minimum Dst Value | | 13 |
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 Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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