Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit306-07-20020622_171400_20020622_215800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/22 |
Start Time | | 2002/06/22 17:14 |
End Time | | 2002/06/22 21:56 |
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 | | -30.79 |
Dipole Tilt, in Y-Z GSE plane, deg | | -7.94 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 146.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit306-07-20020622_171400_20020622_215800-constBx0 |
Minimum Dst Value | | 6 |
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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