Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit334-02-20020827_104500_20020827_152900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/08/27 |
Start Time | | 2002/08/27 10:45 |
End Time | | 2002/08/27 15:27 |
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 | | -17.57 |
Dipole Tilt, in Y-Z GSE plane, deg | | 30.45 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 164.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit334-02-20020827_104500_20020827_152900-constBx0 |
Minimum Dst Value | | -32 |
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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