Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit256-06-20020223_154800_20020223_203300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/23 |
Start Time | | 2002/02/23 15:48 |
End Time | | 2002/02/23 20:31 |
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 | | 0.47 |
Dipole Tilt, in Y-Z GSE plane, deg | | -26.14 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 184.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit256-06-20020223_154800_20020223_203300-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 Polar for time period of this run.
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)
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