Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit290-01-20020514_124900_20020514_173300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/05/14 |
Start Time | | 2002/05/14 12:49 |
End Time | | 2002/05/14 17:31 |
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 | | -27.69 |
Dipole Tilt, in Y-Z GSE plane, deg | | -8.38 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 164.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit290-01-20020514_124900_20020514_173300-constBx0 |
Minimum Dst Value | | -50 |
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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