Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit270-09-20020329_132400_20020329_180900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/29 |
Start Time | | 2002/03/29 13:24 |
End Time | | 2002/03/29 18:07 |
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 | | -13.48 |
Dipole Tilt, in Y-Z GSE plane, deg | | -18.62 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 180.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit270-09-20020329_132400_20020329_180900-constBx0 |
Minimum Dst Value | | 7 |
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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