Übersetzung für 'direction vector' von Englisch nach Deutsch

direction vector

Richtungs­vektor {m}math.

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four-vector <4-vector>

Vierervektor {m}math.phys.

Werbung

vector

Überträger {m}biol.

Vektor {m}math.

superior-to-inferior direction <SI direction, S-I direction, S-to-I direction>

Superior-Inferior-Richtung {f} <SI-Richtung>MedTech.

reference vector

Referenzvektor {m}

expression vector

Expressionsvektor {m}biotech.

vector-valued {adj}

vektorwertigmath.

Witt vector

Wittvektor {m}math.

Jones vector

Jones-Vektor {m}optics

vector size

Vektorgröße {f}comp.math.

position vector

Positionsvektor {m} [Ortsvektor]math.

vector control

Vektorkontrolle {f}biol.

distance vector

Entfernungs­vektor {m}math.phys.

Distanzvektor {m}math.phys.

vector arrow

Vektorpfeil {m}math.

vector element

Vektorelement {n}math.

scattering vector

Streuvektor {m}phys.

vector-oriented {adj}

vektororientiert

vector quantity

Vektorgröße {f}phys.tech.

polar vector

polarer Vektor {m} <PV>math.phys.

• an ellipsoid, the index of the principal direction vector field must be 2 by the Poincaré–Hopf theorem.
• From any other point in space, similarly the same direction vector applied relative to the orientation represented by the starting point rather than the origin applies the same change around the same axes that the unit vector specifies.
• This arises because re-orientations of the axial direction vector occur through rotations about the "perpendicular" axes, i.e., about the equatorial axes.
• The problem then consists in finding the spatial orientation of the magnetization, which is given by the "magnetization direction vector" m = M/"M"s, also called "reduced magnetization".
• Where "N" is the smooth surface normal and "H" is the half-angle direction (the direction vector midway between "L", the vector to the light, and "V", the viewpoint vector).

• This reflected direction vector points back toward the side of the surface where the light came from.
• Parametric equations for lines in higher dimensions are similar in that they are based on the specification of one point on the line and a direction vector.
• The ray's source may be a point (called the radiant) or parallel rays from a point at infinity, in which case a direction vector of the rays must be specified.
• denotes unit direction vector and [...] denotes time (Figure 1).
• The ray is defined by an origin point [...] and a direction vector [...].

• We may define the line parametrically by [...] where [...] and [...] are position vectors for points P and T and [...] is the direction vector for the line.
• A plane wave can be studied by ignoring the directions perpendicular to the direction vector [...]; that is, by considering the function [...] as a wave in a one-dimensional medium.