Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit253-03-20020215_221600_20020216_030100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/15 |
Start Time | | 2002/02/15 22:16 |
End Time | | 2002/02/16 02:59 |
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 | | 18.36 |
Dipole Tilt, in Y-Z GSE plane, deg | | -30.06 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 190.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit253-03-20020215_221600_20020216_030100-constBx0 |
Minimum Dst Value | | -15 |
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.
Data/Model comparison B plot for Polar for time period of this run.
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)
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