Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit319-11-20020724_125500_20020724_174000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/24 |
Start Time | | 2002/07/24 12:55 |
End Time | | 2002/07/24 17:38 |
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 | | -29.84 |
Dipole Tilt, in Y-Z GSE plane, deg | | 19.01 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 215.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit319-11-20020724_125500_20020724_174000-constBx0 |
Minimum Dst Value | | -13 |
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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