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 GOES-10 for time period of this run.
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)
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