TEC TYPOLOGY USING PENTATONIC SEALS

Thematic entertainment complexes are an extremely wide field in which various projects are built. From religious buildings and museums to dinosaur parks and thematic complexes dedicated to cinema. At the moment, TEC do not have a typology. They cannot be classified and systematized. The breadth of topics, sizes, target audiences and placement options is so great that one letter can not describe it. Therefore, it was decided to develop such a system. This will allow us to compare, at first glance, not comparative things, but in conjunction with the final table of the article "Analysis of psychological preconditions for the formation of TEC using the Maslow Pyramid" [2], we can analyze, evaluate, rate and compare different thematic entertainment complexes. The purpose of the study is to analyze the existing methods of typology of thematic entertainment complexes. Identify those items by which you can still classify thematic entertainment complexes. Develop a graphic display for each item and assemble it into a single, compact scheme for easy reading and placement in the design of the architectural environment. Then let's analyze the real thematic entertainment complex. For example, take Disneyland Paris, as the brightest representative of this type of building. The scientific novelty of the study is that we will form a typological system that will allow in a compact version to encrypt all the features of the thematic entertainment complex. Its size, location, topic, purpose, target audience, etc. As a result, we get a method of analysis of thematic entertainment complexes, which will allow you to quickly analyze thematic entertainment complexes, compare them with each other and more clearly structure existing and future complexes. It will also help the end visitor to immediately understand exactly where he spent and what to expect from the institution.

An Explicit Fourth-Order Compact Numerical Scheme for Heat Transfer of Boundary Layer Flow

The main contribution of this article is to propose a compact explicit scheme for solving time-dependent partial differential equations (PDEs). The proposed explicit scheme has an advantage over the corresponding implicit compact scheme to find solutions of nonlinear and linear convection–diffusion type equations because the implicit existing compact scheme fails to obtain the solution. In addition, the present scheme provides fourth-order accuracy in space and second-order accuracy in time, and is constructed on three grid points and three time levels. It is a compact multistep scheme and conditionally stable, while the existing multistep scheme developed on three time levels is unconditionally unstable for parabolic and considered a type of equations. The mathematical model of the heat transfer in a mixed convective radiative fluid flow over a flat plate is also given. The convergence conditions of dimensionless forms of these equations are given, and also the proposed scheme solves equations, and results are compared with two existing schemes. It is hoped that the results in the current report are a helpful source for future fluid-flow studies in an industrial environment in an enclosure area.