Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit323-03-20020801_111400_20020801_155800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/08/01 |
Start Time | | 2002/08/01 11:14 |
End Time | | 2002/08/01 15:56 |
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 | | -26.09 |
Dipole Tilt, in Y-Z GSE plane, deg | | 24.29 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 188.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit323-03-20020801_111400_20020801_155800-constBx0 |
Minimum Dst Value | | -51 |
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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