Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit249-08-20020207_093600_20020207_142000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/07 |
Start Time | | 2002/02/07 09:36 |
End Time | | 2002/02/07 14:18 |
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 | | 12.94 |
Dipole Tilt, in Y-Z GSE plane, deg | | -7.60 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 186.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit249-08-20020207_093600_20020207_142000-constBx0 |
Minimum Dst Value | | -25 |
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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