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-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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