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 GOES-8 for time period of this run.
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)
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