Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit323-11-20020803_011400_20020803_055800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/08/03 |
Start Time | | 2002/08/03 01:14 |
End Time | | 2002/08/03 05:56 |
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 | | -8.59 |
Dipole Tilt, in Y-Z GSE plane, deg | | 10.75 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 172.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit323-11-20020803_011400_20020803_055800-constBx0 |
Minimum Dst Value | | -57 |
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-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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