Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit306-10-20020623_072900_20020623_121300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/23 |
Start Time | | 2002/06/23 07:29 |
End Time | | 2002/06/23 12:11 |
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 | | -19.64 |
Dipole Tilt, in Y-Z GSE plane, deg | | -9.64 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 147.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit306-10-20020623_072900_20020623_121300-constBx0 |
Minimum Dst Value | | -18 |
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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