Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit314-07-20020711_202200_20020712_010700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/11 |
Start Time | | 2002/07/11 20:22 |
End Time | | 2002/07/12 01:05 |
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 | | -22.14 |
Dipole Tilt, in Y-Z GSE plane, deg | | -2.96 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 141.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit314-07-20020711_202200_20020712_010700-constBx0 |
Minimum Dst Value | | -6 |
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 Geotail for time period of this run.
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)
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