Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit274-10-20020408_062900_20020408_111400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/08 |
Start Time | | 2002/04/08 06:29 |
End Time | | 2002/04/08 11:12 |
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 | | -2.42 |
Dipole Tilt, in Y-Z GSE plane, deg | | -13.17 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 206.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit274-10-20020408_062900_20020408_111400-constBx0 |
Minimum Dst Value | | -3 |
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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