Térfogatúak

Térfogatúak, in Hungarian, refers to volumetric or three-dimensional. This term is most commonly used in the context of physics and mathematics to describe quantities that possess extension in space, meaning they have length, width, and height. This distinguishes them from scalar quantities, which have only magnitude, or vector quantities, which have both magnitude and direction but not necessarily extension in the same way as a physical volume.

In physics, volumetric quantities often relate to the physical space occupied by an object or a region. This includes concepts like volume itself, which is measured in cubic units (e.g., cubic meters, liters), density, which is mass per unit volume, and pressure, which is force per unit area, but often arises from volumetric forces within a fluid. Fields, such as gravitational or electric fields, can also be described volumetrically, considering their intensity and direction at every point within a three-dimensional space.

In mathematics, the concept of térfogatúak applies to geometric solids and their properties. This includes calculating the volume of cubes, spheres, cylinders, and more complex shapes. It also extends to concepts in calculus, such as volume integrals, which are used to find the volume of irregularly shaped regions by summing up infinitesimally small volumetric elements. The term emphasizes the spatial extent and the measurement of this extent.