Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit255-03-20020220_162400_20020220_210800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/20 |
Start Time | | 2002/02/20 16:24 |
End Time | | 2002/02/20 21:06 |
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 | | 2.29 |
Dipole Tilt, in Y-Z GSE plane, deg | | -26.60 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 189.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit255-03-20020220_162400_20020220_210800-constBx0 |
Minimum Dst Value | | -6 |
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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