Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit356-02-20021018_191300_20021018_235800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/10/18 |
Start Time | | 2002/10/18 19:13 |
End Time | | 2002/10/18 23:56 |
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 | | 7.39 |
Dipole Tilt, in Y-Z GSE plane, deg | | 11.26 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 171.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit356-02-20021018_191300_20021018_235800-constBx0 |
Minimum Dst Value | | -33 |
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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