Investigation on physical and mechanical behavior of Cherry Plum fruit and analysis of its physical properties using ANN and regression models

Authors
1 Former M.S. Student, Department of Biosystem Engineering, College of Agriculture, Isfahan University of Technology, Isfahan, Iran.
2 PhD student. Department of Biosystems Engineering, Tarbiat Modares University, Tehran, Iran
3 Faculty Member, Department of Biosystem Engineering, College of Agriculture, Isfahan University of Technology, Isfahan, Iran.
Abstract
Determination of physical and mechanical properties of agricultural and horticultural crops is one of the most important parameters in design and manufacture of the operation machines. Determination of the effect of static and dynamic forces on Cherry Plum fruit during storage and transportation processes is very necessary for engineering. In this study, the physical properties of the Cherry Plum (including dimensional parameters and weight) and mechanical properties (including pressure test, punch test, and cyclic test) were measured at two levels of big and small sizes. The regression and ANN models based on physical properties data were defined and used to estimate the weight and volume of the fruits. The ANN model was the best model for estimating the fruit volume with 0.96 regression coefficient but it didn’t have a acceptable performance in estimating the fruits’ weight. The parameters of force and displacement, maximum stress at the breaking point, the elastic modulus in Hertz methods and Bosensky theory, the crust and mantle punch forces, the minimum stress based on Bosinskio theory, the distribution of vertical, horizontal and shear stresses in depth and surface in the failure point and etc were calculated based on the data of the mechanical properties. The results showed that due to the differences in the thickness of the mantle, the force absorption capacity in the big fruits was larger than the small ones. The results of comparison between the convex jaw and flat jaw in the compression tests showed that the fruits placed on the floor were more exposed to damage. The behavior of the stress distribution at the failure point showed that the horizontal stress would dictate the rupture in the fruits.
Keywords

Subjects


[1] Fao 2016. www.Faosat.com
[2] Sitkei G. 1986. Mechanics of Agricultural Materials. Elsevier, Amsterdam.
[3] Gyasi, S. R., Friedly, B., & Chen, P. 1981. Elastic and viscoelastic Poisson_s ratio determination for selected citrus fruits. Transactions of the ASAE, 24(3), 747–750.
[4] Siahmansor, Y., Kazaei, J., Hassanbaygi, R. and Mohtasabi, S. 2011. study of mechanical properties of pomegranate texture for food industry processing. The first conference of optimization. Production, distribution and consumption in the food industry. Gorgan. Iran.
[5] Calisir, S., And Haciseferogullari, H., And Ozcan, M., And Arslan, D. 2005. Some nutritional and technological properties of wild plum (Prunus spp.) fruits in Turkey. Journal of Agricultural Engineering Research. 66: 233-237.
[6] Ertekin, C., And Gozlekci, S., And Kabas, O., And Sonmez, S., And Akinci, I. 2006. Some physical, pomological and nutritional properties of two plum (Prunus domestica L.) cultivars. Journal of Agricultural Engineering Research. 75: 508-514.
[7] Tabatabaeefar, A., Vefagh-Nematolahee, A., Rajabipour, A., 2000. Modeling of orange mass based on dimensions. Agric. Sci. Tech. 2, 299–305.
[8] Khoshnam, F., Tabatabaeefar, A., Ghasemi Varnamkhasti, M., Borghei, A. 2007. Mass modeling of pomegranate (Punica granatum L.) fruit with some physical characteristics. Sci Hortic. 114, 21–26
[9] Agyare, W.A., Park, S.J. 2007. Artificial neural network estimation of saturated hydraulic conductivity. Vadose Zone J. 6: 423–431.
[10] Goyal, R.K., And Kingsly, A.R.P., And Kumar, P., And Walia, H. 2007. Physical and mechanical properties of aonla fruits. Journal of Food Engineering. 82 (4): 595–599.
[11] Omobuwajo, O. T., And Akande, A. E., And Sanni, A. L. 1999. Selected physical, mechanical and aerodynamic properties African Breadfruit (Treculia africana) seeds. Journal of Food Engineering. 40: 241–244.
[12] Gopta, R.K., And Das. S. 1996. Physical properties of sunflower seeds. Journal of Agricultral Engineers. S 352.2.
[13] ASAE Standard .1998. Compression Tests of Food Materials of Convex Shape. ASAE S368.3 MAR95.
[14] Mohsenin, N. N. 1978. Physical properties of plant and animal materials. Gordon and Breach Science Publishers. New York.
[15] Aydın, C. 2003. Physical properties of almond nut and kernel. Journal of Food Engineering. 60: 315–320.
[16] Lorestani, A.N., And Ghari, M. 2012. Mass modeling of Fava bean (vicia faba L.) with some physical characteristics. Scientia Horticulturae. 133: 6–9.
[17] Kosma, A., H. Cunningham, Tables for calculating the compressive surface stresses and deflections in the contact of two solid elastic bodies whose principle planes of curvature do not coinside, Int. J. Ind. Math. 12 (1962) 31–40.
[18] Sirisomboon, P., Tanaka, M., Kojima T. 2012. Evaluation of tomato textural mechanical properties, J. Food Eng. 111: 618–624.
[19] ASABE standard, Compression Test of Food Materials of Convex Shape, ASAE S368.4 DEC2000, 2008.
[20] Dadvar,A A., Khojastehpoor, M. and Sadrnia, H. 2014. Some mechanical properties of Orange fruit in semi static load. 7th Student Conference on Mechanical Engineering. Tehran.
[21] Mirzaeimoghaddam, H., Tavakolihashjin, T., Minaei, S. and Faghihnasiri, M. 2008. Evaluation of Effects of Size, Variety and Storage Time on Qualitative Properties of Kiwi Fruit. IJFST. 4(4).19-25.
[22] Shirvani, M., Ghanbarian, D., Ghasemi-Varnamkhasti, D. 2014. Measurement and evaluation of the apparent modulus of elasticity of apple based on Hooke’s, Hertz’s and Boussinesq’s theories, J. measurement. 54: 133-139.