Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit347-12-20020929_084300_20020929_132700-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 08:43 |
End Time | | 2002/09/29 13:25 |
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 | | 1.54 |
Dipole Tilt, in Y-Z GSE plane, deg | | 33.61 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 138.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit347-12-20020929_084300_20020929_132700-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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