Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit274-03-20020406_210700_20020407_015200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/06 |
Start Time | | 2002/04/06 21:07 |
End Time | | 2002/04/07 01:50 |
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 | | -5.78 |
Dipole Tilt, in Y-Z GSE plane, deg | | -32.78 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 206.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit274-03-20020406_210700_20020407_015200-constBx0 |
Minimum Dst Value | | 1 |
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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