Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit356-09-20021020_043500_20021020_092000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/10/20 |
Start Time | | 2002/10/20 04:35 |
End Time | | 2002/10/20 09:18 |
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 | | 20.29 |
Dipole Tilt, in Y-Z GSE plane, deg | | 28.26 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 178.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit356-09-20021020_043500_20021020_092000-constBx0 |
Minimum Dst Value | | -30 |
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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