Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit302-02-20020612_062200_20020612_110600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/12 |
Start Time | | 2002/06/12 06:22 |
End Time | | 2002/06/12 11:04 |
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 | | -17.96 |
Dipole Tilt, in Y-Z GSE plane, deg | | 5.74 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 146.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit302-02-20020612_062200_20020612_110600-constBx0 |
Minimum Dst Value | | -16 |
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-8 for time period of this run.
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)
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