Effect of Percentage of Coolant and Water Mixture for Cooling In Automobile Radiator Using CFD Analysis.

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Effect of Percentage of Coolant and Water Mixture for Cooling In Automobile Radiator Using CFD Analysis. Gita R. Rohit Post Graduate Student, Mechanical Engineering Department, Shri S ad Vidmandal Institute of Engg. & Technology, Bharuch Dipak C. Gosai Associate Professor, Mechanical Engineering Department, Shri S ad Vidmandal Institute of Engg. & Technology, Bharuch ABSTRACT The thermal performance of an automotive radiator plays an important role in the performance of an automobile s cooling system and all other associated systems. For a number of years, this component has suffered from little attention with very little changing in its manufacturing cost, operation and geometry. As opposed to the old tubular heat exchangers currently form the backbone of today s process industry with their advanced performance reading levels tubular heat exchangers can only dream of. In this Paper, we perform first solid modeling of radiator in Solid works and then this solid model is transferred to ANSYS Workbench mesh module for meshing. After completing meshing, this meshed model is transferred to ANSYS CFX for CFD Analysis. Once CFD Analysis is complied with ANSYS CFX. We would be able to find all flow parameters like heat transfer rate, temperature contour etc. After getting CFD Result and experimental data we can say that both results are nearest result. So, after analysis says that Percentage of Ethylonal Glycol increases as a coolant temperature is decreased. KEY WORDS: Radiator, temperature, Domain, Ethanol, Coolant. INTRODUCTION ABOUT CFD The equations of fluid mechanics which have been known for over a century are solvable only for a limited no. of flows. The known solutions are extremely useful in understanding fluid flow but rarely used directly in engg analysis or design. CFD makes it possible to evaluate velocity, pressure, temperature, and species concentration of fluid flow throughout a solution domain, allowing the design to be optimized prior to the prototype phase. Availability of fast and digital computer makes techniques popular among engineering community. Solutions of the equations of fluid mechanics on computer has become so important that it now occupies the attention of a perhaps a third of all researchers in fluid mechanics and the proportion is still is increasing. This field is known as computational fluid dynamics. At the core of the CFD modeling is a three-dimensional flow solver that is powerful, efficient, and easily extended to custom engineering applications. In designing a new mixing device, injection grid or just a simple gas diverter or a distribution device, design engineers need to ensure adequate geometry, pressure loss, and residence time would be available. More importantly, to run the plant efficiently and economically, operators and plant engineers need to know and be able to set the optimum parameters. 813

Outlet Pressure:- 1.01325 bar Define Porous Domain for Fins. Domain Type: - Porous Domain Material: - Air Ideal Gas Domain Motion: - Stationary Volume Porosity: - 0.8 Fig:1 CFD Procedures steps chart PROCEDURE OF CFD ANALYSIS FOR RADIATOR Technical Specification and Dimensional Details Radiator is considered as a Shell and Tube Type Heat Exchanger. Overall Dimensional Drawing of Experimental Radiator. Fig:3 Meshed Radiator Define Porous Domain for Fins. Domain Type: - Porous Domain Material: - Air Ideal Gas Domain Motion: - Stationary Volume Porosity: - 0.8 Fig:2 Overall Dimensions of Radiator Shell Side Data:- Media:- Air Temperature:- 35 C Inlet Velocity: - 30 Kmph (Vehicle Speed) Outlet Pressure:- 1.01325 bar Tube Side Data:- Diameter of Tube:- 7 mm of Tubes:- 29 Media:- Water + Ethanol(50%) Temperature (Engine) :- 95 C Inlet Velocity: - 2m/s Fig:4 (Domain -1 Porus domain) Define Domain for Water + Ethanol. Domain Type:- Fluid Domain Material: - Water + Ethanol Domain Motion:- Stationary 814

A = h*l = 0.36*0.61 =0.2196 m 2 Mass Flow Rate is Fig:5(Domain -2 Water+Ethonal) m = A * V * ρ = 0.2196 * 13.88 * 1.1 Result Analysis = 3.35 Kg/s Heat Transfer Rate is Q = m * C p * Δ T = 3.35 * 1.0044* (63.52-35) Fig:6 Result Analysis EXPERIMENTAL DATA Experimental Results Shell Side inlet temperature-35 Engine Temperature Tube Side Inlet-90 Case :1 Velocity of Car :50 Kmph=13.88m/s Case :2Velocity of Car:30 Kmph=8.33m/s = 98.20 W Overall Heat transfer Co-efficient is U = = A (T Q outlet T mean 98.20 0.2196 ( 63.52 35 ) = 15.8 W/ m 2 K Case 2: Velocity:30 m/s ) SR Velocity of Car m/s Case1 :Velocity 50 m/s Heat Transfer Calculation:- Surface Area of Shell is Tube Side Outlet Temperature (Experimental) Shell Side Outlet temperature (Experimental) 1 13.88 79.12 63.52 2 8.33 77.12 61.25 Heat Transfer Calculation:- Surface Area of Shell is A = h*l = 0.36*0.61 = 0.2196 m 2 Mass Flow Rate is 815

m = A * V * ρ = 0.2196 * 8.33 * 1.1 = 2.0122 Kg/s Heat Transfer Rate is Q = m * C p * Δ T = 2.0122 * 1.0044* (61.25-35) Outlet Pressure: - 1.03125bar Tube Side:- Fluid:- Water + 70% Ethanol Inlet Temperature: - 95 C Inlet Velocity: - 2 m/s Outlet Pressure: - 1.01325 bar Results of Modification 1 = 53.0527 W Overall Heat transfer Co-efficient is U = A (T Q outlet T mean ) = SR 53.05 0.2196 ( 61.25 35 ) =9.20 W/ m 2 K Velocity of Car m/s Heat Transfer Coefficient 1 13.88 98.200179 2 8.33 53.0527 Table 1 Experimental result table (Heat transfer Modification 2 Fluid: (Water + 50% Ethanol) Results of Modification 2 co-efficient) EFFECT OF RADIATOR TUBE SIDE FLUID ON RADIATOR PERFORMANCE Modification 1 Shell Side:- Modification 3 Fluid:- Water + 30% Ethanol Results of Modification 3 Fluid:- Air Inlet Temperature: - 35 C Inlet Velocity: - 30 Kmph 816

Percentage of Ethylonal Glycol increases as a coolant temperature is decreased. REFERENCES RESULT ANALYSIS Comparison of Experimental Results with CFD Analysis Results:- Sr Experimental Results CFD Analysis Results % Variation 1 77.12 78.3 1.18 Table 2 Result comparison table CONCLUSION CFD Analysis Results Fairly matches with the experimental Results which show that CFD Analysis is a good tool for avoiding costly and time consuming experimental work. 1. Salvio Chako,Dr.Biswadip Shome and Vinod Kumar Numerical Simulation For Improving Radiator Efficiency, Engineering Automation Group, Tata Technologies Limited, Engineering research Center, Tata Motors Limited, India, 2003. 2. Mohd Yusoff Sulaiman, Shamsul Bahari Azraai, Wan Mokhtar CFD Modelling of Air Flow Distribution from a Fan, University Teknical Malaysia Melaka, Malaysia, 2009. 3. A.Witry, M.H. Al-Hajeri and Ali A. Bondac, 2003, CFD analysis of fluid flow and heat transfer in patterned roll bonded aluminium radiator, 3 rd International conference on CFD, CSIRO, Melbourne, Australia, pp. 12-19. 4. S.N Sridhara,S.R.Shankalp and V.Umesh Babu CFD Analysis of fluid flow and heat transfer in a single tube-fin arrangement of an automotive Radiator International Conference on Mechanical Engineering 2005(ICME2005)28-30December 2005,Dhaka,Bangladesh. 5 C. Oliet, A.Oliva,J.Castro, Parametric studies on automotive radiators Applied Thermal Engineering 27 (2007) 2033 2043. Through experimental data that increases velocity,heat transfers also increases. 817