Examples of using Vector field in English and their translations into Portuguese
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As a corollary of this we obtain that if a vector field has the specification property robustly in the whole manifold then it is anosov.
we could rewrite our vector field.
How the line integral of this vector field, of this vector field over this path,
The idea conveyed by the vector field that the orbits go around the equilibrium point is true.
Our second result in this theory is that any generic vector field with the specification property is anosov.
quantifying limit cycles of a vector field by the problem of finding positive zeros of a function.
change of coordinates- Cartesian coordinates- cylindrical coordinates- spherical coordinates- polar coordinates- vector field paths- velocity fields- derivation- integration 3.
contour plots and vector field plots for special types of functions.
contour plots and vector field plots.
A field line is a locus that is defined by a vector field and a starting location within the field. .
One consequence of the Kelvin-Stokes theorem is that the field lines of a vector field with zero curl cannot be closed contours.
Let l be a nonsingular complex vector field defined on an open subset of the plane.
Here are presented results for elliptic vector field and for classes of degenerate elliptic vector fields. .
A homoclinic class of a vector field is the closure of the set transverse homoclinic point associated with a hyperbolic periodic orbit.
we dealt with a vector field that only had vectors in the i direction.
And let's say we want to take the vector field, or sorry, the line integral of this vector field,
The Lie derivative of any tensor along a vector field can be expressed through the covariant derivatives of that tensor and vector field. .
A vector field attaches to every point of the manifold a vector from the tangent space at that point,
These problems involve vector field quantities, which are usually constrained by a divergence-free condition.
If the vector field represents the flow velocity of a moving fluid,