Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit266-07-20020319_152600_20020319_201000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/19 |
Start Time | | 2002/03/19 15:26 |
End Time | | 2002/03/19 20:08 |
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 | | -10.21 |
Dipole Tilt, in Y-Z GSE plane, deg | | -27.67 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 173.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit266-07-20020319_152600_20020319_201000-constBx0 |
Minimum Dst Value | | -21 |
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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