Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit322-09-20020731_064600_20020731_113100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/31 |
Start Time | | 2002/07/31 06:46 |
End Time | | 2002/07/31 11:29 |
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 | | -15.10 |
Dipole Tilt, in Y-Z GSE plane, deg | | 24.66 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 214.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit322-09-20020731_064600_20020731_113100-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 Cluster-4 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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