Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit301-02-20020609_211900_20020610_020300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/09 |
Start Time | | 2002/06/09 21:19 |
End Time | | 2002/06/10 02:01 |
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 | | -21.22 |
Dipole Tilt, in Y-Z GSE plane, deg | | -15.58 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 161.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit301-02-20020609_211900_20020610_020300-constBx0 |
Minimum Dst Value | | -12 |
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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