Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit254-12-20020220_020500_20020220_064900-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 02:05 |
End Time | | 2002/02/20 06:47 |
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 | | 22.46 |
Dipole Tilt, in Y-Z GSE plane, deg | | -25.11 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 189.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit254-12-20020220_020500_20020220_064900-constBx0 |
Minimum Dst Value | | -9 |
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 Geotail for time period of this run.
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)
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