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- Q1665406 subject Q6181442.
- Q1665406 subject Q7481094.
- Q1665406 abstract "In mathematics, an integral curve is a parametric curve that represents a specific solution to an ordinary differential equation or system of equations. If the differential equation is represented as a vector field or slope field, then the corresponding integral curves are tangent to the field at each point.Integral curves are known by various other names, depending on the nature and interpretation of the differential equation or vector field. In physics, integral curves for an electric field or magnetic field are known as field lines, and integral curves for the velocity field of a fluid are known as streamlines. In dynamical systems, the integral curves for a differential equation that governs a system are referred to as trajectories or orbits.".
- Q1665406 thumbnail Slope_Field.png?width=300.
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- Q1665406 wikiPageWikiLink Q6181442.
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- Q1665406 wikiPageWikiLink Q7481094.
- Q1665406 wikiPageWikiLink Q788009.
- Q1665406 comment "In mathematics, an integral curve is a parametric curve that represents a specific solution to an ordinary differential equation or system of equations. If the differential equation is represented as a vector field or slope field, then the corresponding integral curves are tangent to the field at each point.Integral curves are known by various other names, depending on the nature and interpretation of the differential equation or vector field.".
- Q1665406 label "Integral curve".
- Q1665406 depiction Slope_Field.png.