Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit334-10-20020829_004500_20020829_052900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/08/29 |
Start Time | | 2002/08/29 00:45 |
End Time | | 2002/08/29 05:27 |
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 | | -0.69 |
Dipole Tilt, in Y-Z GSE plane, deg | | 16.05 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 172.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit334-10-20020829_004500_20020829_052900-constBx0 |
Minimum Dst Value | | -28 |
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 Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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