SYNAPSES:
Insights Across the Disciplines
ISSN: 3060-4737 Volume 2, Issue 2 IF(Impact Factor) 10.92 / 2024
218
Synapses:
Insights Across the Disciplines
BIONICS IN ARCHITECTURE AND CONSTRUCTION
Sultonova Xilolaxon Orifjon qizi
Termez State University of engineering and Agrotechnology Architecture (by type)
2nd year student
Abstract
In conclusion, architecture and everything around us and events have something
to do with nature. The harmonization of architecture with nature, on the other
hand,
reflects
the
pros
and
cons
of
buildings.
Man has long intelligently and intuitively addressed the living nature in his
architectural and construction activities, and nature has helped solve his various
problems. The term "bionics" comes from the Greek word bios, which means
"life." The word "nica" is derived from electronics and has opened up a direction
in science as a new term. The main content of the article is to provide
information on what bionics means for the origin and application of this science
nowadays.
Keywords:
Nature, bionics, buildings, buildings, construction.
Because
architectural
bionics
is
hypocritical
(nature+architecture),
two objects—nature and architecture—are modeled in practice. Therefore, the
results of the model experiment are extrapolated to both natural and architectural
objects. Extrapolating to nature is to develop an architectural-bionic
realization of living nature on the one hand, and on the other hand for biologists,
they will have to communicate with architects.
Theoretical basis
for extrapolation is the necessary component
in highlighting the essence of
the desired model experimentThe physical model in modeling is the relationship
between a biological model and, on the other hand, a physical model on a
specified object— architecture.
It is the theoretical basis for physical modelling and should be the theory of
similarity This situation, which is connected to the construction of architectural
shapes focuses on the theory of similarity to mechanical motion.
The definition of similarity theory includes the restriction clauses on the quality
uniformity of such systems "In order for physical processes to be similar to each other,
they need to be in the same quality, and their criteria for the same name must be of the
same value,
and therefore sufficient." Galiles is the current founder of such
a theory. Its main idea is to confirm the integrity of the geometric relationships
SYNAPSES:
Insights Across the Disciplines
ISSN: 3060-4737 Volume 2, Issue 2 IF(Impact Factor) 10.92 / 2024
219
Synapses:
Insights Across the Disciplines
and physical properties of mechanical systems, which is valuable in
architectural-constructive modelling and in theimplementation of the principle of
"resistance in form " established by Italian engineer P.L. Nervi.
Architectural-bionic modeling plays a major role not
only in physical
properties but also in understanding the shape and its aesthetic properties with
mechanical motion . For example, we have learned to small dimensions of a tree
leaf or flower leaf , and in architecture they suddenly become very huge in the
form of hundreds of intermediate closures. Therefore, the practice of modeling
natural objects deviates from the relatively limited range of mechanical events
in all situations and passes into the forms of a much abstract (abstract) theory of
similarity. The concepts of isomorphism and gomomorphism, much more
general,can be viewed not as the same, but as the formed, defined types of
analogues that envisage similarity relationships. Isomorphism refers to the
compatibility of single-dimensional (bilateral) interactions of such systems, although
the concept of isomorphism is relative here, it is strict only for the elements and
connections that were distinguished during the analysis. Gomomorphism, on the other
hand, refers to situations of much less similarity to isomorphism compared to that of
isomorphism. If photography and its negativity are a good example of isomorphism,
then the place and its geographical map are considered examples of homomorphism.
However, both isomorphism and homomorphism are based on one type of connection
of things. Isomorphism is the basis for mathematical forms of various forms of
nature—mechanical, electrical, thermodynamic, heat, and so on. However, the use of
mathematical mathematics in architecture to shape models of living things is
limited to the field of its objective laws in architecture. At the same time , it is
important to remember that based on aesthetic relationships, the objective laws
of life lie , so the use of mathematical models to transition from the scope of
natura objects to the scope of physical models and then to architectural objects is very
effective in all areas of architectural bionics.
The bionic experimental phase of modelling in architectural bionics, it is also
possible to create functional, verb processes of living nature. While both aspects
of modeling are dialectically opposite, they are based on the interaction of a
function and structure that will still take its place. The resulting embryo was
allowed to develop in nutreents and then inserted into her wowoe, where it
implanted. Of course, it should strive for maximum reliability, otherwise
the meaning of all architectural-bionic modelling will be lost and the subjective
factor that raises the issue of the purpose of architectural and bionic research will have
SYNAPSES:
Insights Across the Disciplines
ISSN: 3060-4737 Volume 2, Issue 2 IF(Impact Factor) 10.92 / 2024
220
Synapses:
Insights Across the
Disciplines
priority. All this does not disentangle the likelihood of receiving
negative conclusions and its benefits. A dialectical view of the interrelationship
of functions and structures paves the way for the possibility of predicting the
processes being modeled in both experimental and resulting modeling
