Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit313-07-20020709_111400_20020709_155900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/09 |
Start Time | | 2002/07/09 11:14 |
End Time | | 2002/07/09 15:57 |
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 | | -29.47 |
Dipole Tilt, in Y-Z GSE plane, deg | | 16.56 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 140.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit313-07-20020709_111400_20020709_155900-constBx0 |
Minimum Dst Value | | -4 |
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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