Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit256-07-20020223_203400_20020224_011900-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 20:34 |
End Time | | 2002/02/24 01:17 |
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 | | 11.07 |
Dipole Tilt, in Y-Z GSE plane, deg | | -31.99 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 184.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit256-07-20020223_203400_20020224_011900-constBx0 |
Minimum Dst Value | | -1 |
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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