Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit278-01-20020415_235700_20020416_044100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/15 |
Start Time | | 2002/04/15 23:57 |
End Time | | 2002/04/16 04:39 |
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 | | -2.65 |
Dipole Tilt, in Y-Z GSE plane, deg | | -28.31 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 204.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit278-01-20020415_235700_20020416_044100-constBx0 |
Minimum Dst Value | | -17 |
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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