Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit333-11-20020826_203200_20020827_011700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/08/26 |
Start Time | | 2002/08/26 20:32 |
End Time | | 2002/08/27 01:15 |
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 | | -10.29 |
Dipole Tilt, in Y-Z GSE plane, deg | | 10.69 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 172.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit333-11-20020826_203200_20020827_011700-constBx0 |
Minimum Dst Value | | -45 |
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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