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.
Satellite data B plot for Polar for time period of this run.
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)
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