Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit287-08-20020508_190100_20020508_234600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/05/08 |
Start Time | | 2002/05/08 19:01 |
End Time | | 2002/05/08 23:44 |
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 | | -22.54 |
Dipole Tilt, in Y-Z GSE plane, deg | | -26.58 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 190.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit287-08-20020508_190100_20020508_234600-constBx0 |
Minimum Dst Value | | -25 |
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 IMP-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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