Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit288-01-20020509_184500_20020509_232900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/05/09 |
Start Time | | 2002/05/09 18:45 |
End Time | | 2002/05/09 23:27 |
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 | | -23.52 |
Dipole Tilt, in Y-Z GSE plane, deg | | -26.06 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 193.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit288-01-20020509_184500_20020509_232900-constBx0 |
Minimum Dst Value | | -13 |
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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)
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