Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit271-06-20020331_081200_20020331_125700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/31 |
Start Time | | 2002/03/31 08:12 |
End Time | | 2002/03/31 12:55 |
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 | | -3.34 |
Dipole Tilt, in Y-Z GSE plane, deg | | -12.74 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 204.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit271-06-20020331_081200_20020331_125700-constBx0 |
Minimum Dst Value | | -16 |
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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