honeycomb$35783$ - meaning and definition. What is honeycomb$35783$
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What (who) is honeycomb$35783$ - definition

NATURAL OR MAN-MADE STRUCTURES THAT HAVE THE GEOMETRY OF A HONEYCOMB
Composite honeycomb; Paper honeycomb; Paper honey comb; Honeycomb Structures; Honeycomb sandwich; Honeycomb structures; Aluminum honeycomb
  • Honeycomb crash absorption structure made of injection moulded thermoplastic polymer on a [[BMW i3]]
  • Aluminum]] honeycomb structure
  • A composite sandwich panel (A) with honeycomb core (C) and face sheets (B)
  • Honeycombed, screened center for Langley's first wind tunnel
  • XB-70 of [[Dryden Flight Research Center]] in 1968
  • Honeycomb grille used on a [[computer fan]] to cover fan blades.
  • Honeycomb structure in nature

Honeycomb structure         
Honeycomb structures are natural or man-made structures that have the geometry of a honeycomb to allow the minimization of the amount of used material to reach minimal weight and minimal material cost. The geometry of honeycomb structures can vary widely but the common feature of all such structures is an array of hollow cells formed between thin vertical walls.
Icosahedral honeycomb         
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REGULAR TILING OF HYPERBOLIC 3-SPACE
Hyperbolic icosahedral honeycomb; Order-3 icosahedral honeycomb; Rectified icosahedral honeycomb; Omnitruncated icosahedral honeycomb; Runcitruncated icosahedral honeycomb; Cantitruncated icosahedral honeycomb; Bitruncated icosahedral honeycomb; Cantellated icosahedral honeycomb; Runcinated icosahedral honeycomb; Truncated icosahedral honeycomb; Partially truncated icosahedral honeycomb; Omnisnub icosahedral honeycomb; Partially diminished icosahedral honeycomb; Order-5-3 triangular honeycomb; Runcicantellated icosahedral honeycomb
In geometry, the icosahedral honeycomb is one of four compact, regular, space-filling tessellations (or honeycombs) in hyperbolic 3-space. With Schläfli symbol there are three icosahedra around each edge, and 12 icosahedra around each vertex, in a regular dodecahedral vertex figure.
Tesseractic honeycomb         
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CONCEPT IN EUCLIDEAN GEOMETRY
Tesseractic tetracomb; 4-cube honeycomb; 4-cubic honeycomb; Stericated tesseractic honeycomb; Order-4 tesseractic honeycomb
In four-dimensional euclidean geometry, the tesseractic honeycomb is one of the three regular space-filling tessellations (or honeycombs), represented by Schläfli symbol {4,3,3,4}, and constructed by a 4-dimensional packing of tesseract facets.

Wikipedia

Honeycomb structure

Honeycomb structures are natural or man-made structures that have the geometry of a honeycomb to allow the minimization of the amount of used material to reach minimal weight and minimal material cost. The geometry of honeycomb structures can vary widely but the common feature of all such structures is an array of hollow cells formed between thin vertical walls. The cells are often columnar and hexagonal in shape. A honeycomb shaped structure provides a material with minimal density and relative high out-of-plane compression properties and out-of-plane shear properties.

Man-made honeycomb structural materials are commonly made by layering a honeycomb material between two thin layers that provide strength in tension. This forms a plate-like assembly. Honeycomb materials are widely used where flat or slightly curved surfaces are needed and their high specific strength is valuable. They are widely used in the aerospace industry for this reason, and honeycomb materials in aluminum, fibreglass and advanced composite materials have been featured in aircraft and rockets since the 1950s. They can also be found in many other fields, from packaging materials in the form of paper-based honeycomb cardboard, to sporting goods like skis and snowboards.