Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit266-06-20020319_104100_20020319_152500-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 10:41 |
End Time | | 2002/03/19 15:23 |
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 | | -4.64 |
Dipole Tilt, in Y-Z GSE plane, deg | | -14.34 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 173.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit266-06-20020319_104100_20020319_152500-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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