Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit323-09-20020802_154400_20020802_202800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/08/02 |
Start Time | | 2002/08/02 15:44 |
End Time | | 2002/08/02 20:26 |
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 | | -27.27 |
Dipole Tilt, in Y-Z GSE plane, deg | | 10.55 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 185.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit323-09-20020802_154400_20020802_202800-constBx0 |
Minimum Dst Value | | -55 |
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 GOES-10 for time period of this run.
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)
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