Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit314-08-20020712_010800_20020712_055300-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 01:08 |
End Time | | 2002/07/12 05:51 |
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 | | -12.86 |
Dipole Tilt, in Y-Z GSE plane, deg | | 3.22 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 137.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit314-08-20020712_010800_20020712_055300-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.
Data/Model comparison B plot for Geotail for time period of this run.
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)
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