Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit266-08-20020319_201100_20020320_005500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/19 |
Start Time | | 2002/03/19 20:11 |
End Time | | 2002/03/20 00:53 |
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 | | -0.65 |
Dipole Tilt, in Y-Z GSE plane, deg | | -33.77 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 173.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit266-08-20020319_201100_20020320_005500-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 IMP-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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