Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit285-10-20020504_102000_20020504_150500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/05/04 |
Start Time | | 2002/05/04 10:20 |
End Time | | 2002/05/04 15:03 |
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 | | -20.78 |
Dipole Tilt, in Y-Z GSE plane, deg | | -7.57 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 192.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit285-10-20020504_102000_20020504_150500-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 GOES-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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