## mathematical model of a monocular cooler

• ### Mathematical Model of a Wave Cooler SpringerLink

A mathematical model of gas flow in a branching manifold was developed. The model assumes that the sizes of the branches are commensurate with a step of the grid in the tube and that it is possible to average flow parameters throughout all the branches. Kukharenko V. (2002) Mathematical Model of a Wave Cooler. In: Ross R.G. (eds

• ### Mathematical model of the water cooler. CAB Direct

A mathematical model of a water cooler is presented. It was verified using published results. The model can be used to help design systems including

• ### Development of a mathematical model of a pulsation

1995-11-1 · 6. I. P. Revva, “Temperature separation during the resonant oscillation of a gas in a channel,” Gas-Turbine and Combined Units. All-Union Interuniversity Conference, 19–21 November 1991, Moscow: Theses of Papers, N. É. Bauman Moskovskii Gosudarstvennyi Tekhnicheskii Universitet, Moscow (1991), pp. 133–134.

• ### (PDF) Mathematical Modeling of a Sub-Wet Bulb

Kanzari et al.  presented a mathematical model for sub-wet bulb cooling using indirect evaporative cooler. They used porous ceramics as wet media materials which offers the advantage of

• ### Mathematical model of indirect evaporative cooler

A heat and mass transfer mathematical model is developed to simulate the properties of the indirect evaporative cooler. The simulation results are verified by the experimental data.

• ### Mathematical Model for Countercurrent Feed Pellet Cooler

2008-2-8 · The second model only considers prop-erties of inlet and outlet ows, independently of the interaction between air and pellets inside the cooler. The results show that it is di cult to develop a model, based on theoretical physics for a countercurrent cooler. This because it is di cult to determine drying rate. A reliable model based on di erential

• ### Mathematical Modeling of Modules Thermoelectric

11.0 Mathematical Modeling of Thermoelectric Cooling Modules. 11.1 INTRODUCTION: The operation of thermoelectric cooling devices may be described mathematically and device performance can readily be modeled on a personal computer.Since the semiconductor material used in module fabrication has several temperature-dependent properties, temperature effects

• ### A dynamic mathematical model of a direct expansion

2000-10-1 · The model after validation would simulate both the steady-state and dynamic behaviour of the plant with an adequate accuracy. 5. Conclusions. A dynamic mathematical model for a direct-expansion water-cooled air-conditioning plant has been developed. State equations for R22 have been developed by plotting and fitting its thermodynamic properties.

• ### A verification of mathematical model of mine air

Fundamental purpose of realized measurements and calculations was an experimental verification of system of equations, which is a mathematical model of air cooling system. This verification was made in the relation to the exchanger thermal powers evaporator, condenser and evaporative water cooler.

• ### Mathematical Models of Thermal Systems

2019-3-26 · Mathematical Models of Thermal Systems. Introduction and Units; System Elements; Mathematical Model; Printable; Contents Introduction. While the previous page (System Elements) introduced the fundamental elements of

• ### Publications World Academy of Science, Engineering

In this work, we developed a mathematical model of the Maisotsenko based air cooler by applying energy and mass balance laws on different air channels. The governing ordinary differential equations are discretized and simulated on MATLAB. The temperature and the humidity plots are shown in the simulation results.

• ### A Reflective Newton Method for Minimizing a

2018-9-18 · (2020) Electrical energy prediction using a surface fitting model for an on-farm direct expansion bulk milk cooler (DXBMC) in South Africa. Journal of Engineering, Design and Technology ahead-of-print:ahead-of-print.

• ### 6.1: Kinetic Molecular Theory: A Model for Gases

The mathematical formula for calculating the kinetic energy of an object is $$KE = \frac{1}{2} mv^2$$, where $$m$$ is the mass and $$v$$ is the velocity of the object or particle. This physics formula applies to all objects in exactly the same way whether we are talking about the moon moving in its orbit, a baseball flying toward home plate, or

• ### An iterative simulation algorithm for large oscillation

2021-2-24 · An iterative algorithm is a mathematical procedure that uses an initial value to generate a sequence of improving approximate solutions for a class of problems, in which the nth approximation is derived from the previous ones. As a first endeavor, the nonlinear dynamic instability performance of the electrical plate on the nonlinear elastic substrate using an

• ### Some Features of the Computer-aided Derivation of

A mathematical model of the calcium carbonate decomposition process has been developed in order to determine the time and space evolution of temperature, solid and

• ### DoD SBIR 2021.2 SBIR.gov

2021-4-21 · A mathematical model to represent the IDMS’s Pd and Pfa as a function of IDMS configurable elements, environmental conditions, and FOD related variables. Flight and environmental conditions an IDMS may experience, and thus affect a Pd and Pfa, include (*Note the following conditions are not a comprehensive list of factors): 1.

• ### Telepresence Robots: Challenges and Opportunities

2014-11-10 · Monocular vision is the only alternative to get rid of the unavoidable excess burden of aligning and calibrating, if preferred stereo vision instead. This advantage was successfully gained due to the application of an innovative concept a fuzzy-mathematical model to simulate the motion behaviour, since it requires the form of inputs those can be

• ### I-STEM-Reports

Development of a mathematical model relating the motor learning aspect with the corresponding dynami Indian Institute of Technology (IIT) Guwahati Ministry of Health and Family Welfare

• ### 公共实验中心

2020-2-13 · An interplay model for official information and rumor spreading with impulsive effects ISSN:1678-1847 2019(164) SCI:000466845800002 霍良安,李晓(**) 樟芝 In-situ 萃取发酵高产 AntrodinC 和 Antroquinonol 食品与发酵工业 0.75 Stability analysis and optimal

• ### SciELO Saúde Pública Corneal blindness: a global

Lietman has developed a mathematical model using epidemiological data from a variety of countries which suggests that a much more cost-effective method of eradicating trachoma would be to treat populations based on the prevalence of the disease: prevalence less than 35% in children should be treated annually; more than 50% prevalence in