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 GOES-9 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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