Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit314-09-20020712_055400_20020712_103900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/12 |
Start Time | | 2002/07/12 05:54 |
End Time | | 2002/07/12 10:37 |
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 | | -16.19 |
Dipole Tilt, in Y-Z GSE plane, deg | | 16.93 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 137.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit314-09-20020712_055400_20020712_103900-constBx0 |
Minimum Dst Value | | -12 |
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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