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- Neutral_plane abstract "In mechanics, the neutral plane or neutral surface is a conceptual plane within a beam or cantilever. When loaded by a bending force, the beam bends so that the inner surface is in compression and the outer surface is in tension. The neutral plane is the surface within the beam between these zones, where the material of the beam is not under stress, either compression or tension.As there is no lengthwise stress force on the neutral plane, there is no strain or extension either: when the beam bends, the length of the neutral plane remains constant. Any line within the neutral plane parallel to the axis of the beam is called the deflection curve of the beam.To show that every beam must have a neutral plane, the material of the beam can be imagined to be divided into narrow fibers parallel to its length. When the beam is bent, it is obvious that at any given cross-section, the region of fibers near the concave side will be under compression, while the region near the convex side will be under tension. Because the stress in the material must be continuous across any cross section, there must be a boundary between the regions of compression and tension at which the fibers have no stress. This is the neutral plane.".
- Neutral_plane thumbnail Bending.svg?width=300.
- Neutral_plane wikiPageID "38937108".
- Neutral_plane wikiPageRevisionID "571909573".
- Neutral_plane hasPhotoCollection Neutral_plane.
- Neutral_plane subject Category:Statics.
- Neutral_plane comment "In mechanics, the neutral plane or neutral surface is a conceptual plane within a beam or cantilever. When loaded by a bending force, the beam bends so that the inner surface is in compression and the outer surface is in tension.".
- Neutral_plane label "Neutral plane".
- Neutral_plane sameAs m.0s8wd5w.
- Neutral_plane sameAs Q17146545.
- Neutral_plane sameAs Q17146545.
- Neutral_plane wasDerivedFrom Neutral_plane?oldid=571909573.
- Neutral_plane depiction Bending.svg.
- Neutral_plane isPrimaryTopicOf Neutral_plane.
