Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit287-10-20020509_043300_20020509_091800-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 04:33 |
End Time | | 2002/05/09 09:16 |
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 | | -9.15 |
Dipole Tilt, in Y-Z GSE plane, deg | | -9.67 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 193.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit287-10-20020509_043300_20020509_091800-constBx0 |
Minimum Dst Value | | -15 |
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 GOES-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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