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Synergy and Technical Development (Synergy2009) Gödöllő, Hungary, 30. August – 02. September 2009

ENERGETIC CALCULATION IN HEAT TREATMENT PROCESSES OF MEAT PRODUCTS

F. Eszes

1

, R. Rajkó

2

, G. Gy. Szabó

2

and A. Véha

1

1Department of Food Engineering of Faculty of Engineering of the University of Szeged Moszkvai körút 5-7,Szeged, H-6725, Hungary

Tel.:+36 62 546-030, E-mail: eszes@mk.u-.szeged.hu

2Department of Mechanical and Process Engineering of Faculty of Engineering of the University of Szeged Moszkvai körút 5-7,Szeged, H-6725, Hungary

Tel.:+36 62 546-030, E-mail: rajkó@mk.u-.szeged.hu

Abtract: The energetic consideration in the heat treatment is important to follow the new energetic concepts of sustanaible production and energy saving. Our numerical simulation showed that the involving the cooling phase into lethality calculation is promising saving possibility (7-10%). The heat absorbed by the product was not so different among the cans due to the high F0 and filling wieght. The best compromise among energy comnsumption, sensory quality and heat transfer intensity is 120°C ambient temperature and 200W/m2K heat transfer coefficient. The variable ambient temperature treatment have not so favourable energy savings potential due to larger cans and high F0.

Keywords: energy use, heat treatment, meat products

INTRODUCTION

The heat treatment is the one of the largest energy consuming process of the canned meat production. But the realisation of the principles of the environmental management and sustainable development, decreasing the energy use, remain a technological-unit operation question further on. This may be solved only by taking into account the food safety – food quality – and economic aspects together, increasing the competitiveness by decreasing the direct costs of the production. The energetic research in the food processing began in the sixties after the 1st report of the Rome Club. The first investigations dealt with the general energetics and heat loss of production buildings and equipments in the ‘70-ies (Rao et al. 1976, Rao et al. 1978, Singh 1978, Rao és Katz 1976, Unger 1973). In the 80-hties the ratio of the energy utilisation came in the foreground (Sielaff et al. 1982, Bhowmik et al. 1985) but these results showed only a definite parameter constellation and have not been investigated the thermal schedules. Singh (1986) evaluated the canning processes on the base of the heat taken up by the product. In the 90-thies the variable retort temperature researches showed some energy reduction (Almonacid-Merino et al. 1993). Ramaswamy and Grabowski (1999) found that the smaller characteristic length gives possibility for energy savings. Marcotte e tal. (2008) used the average temperature for estimating the heat taken up and observed an energy use decrease in case of increasing the thermal gradient (ambient temperature and delta-T =20 to 40°C) allthough this energy consumption was about the as in the CRT processes of 75°C ambient temperature. Recently Simpson et al. (2006) investigated the production programing in heat treatment units.

The literature above showed only a definite parameter constellations and no attempt was made for investigating the relation between the energy use and the variable initial and boundary conditions. In this way our aim was to investigate several energy saving possibilities such as constant and variable (two stage) ambient temperature heat treatment and the incorporation of the cooling phase into the heat treatment.

MATERIAL AND METHODS

Our calculations were carried out on canned meats with explicit finite difference method till reaching F0=9 min to destroy the Bacilli and Clostridia, causing bombage, safely. The composition of canned meats was taken from the Hungarian Codex Alimentarius. On the base of these we calculate the thermal parameters according to

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Riedel (1969) and Choi and Okos (1986). In case of constant ambient temperature schedules the ambient temperature was changed between 116 and 124°C.. We assumed 15°C for the initial and cooling water temperature. The heat transfer coefficient was varied between 60-1000 W/m2K. The most frequently used cans were involved into the investigations. In case of variable ambient temperature the two stage process was investigated. The ambient temparature change was acalculated according to Einser (1979).The heat absorbed by the cans was determined as the heat content difference between the initial and final (at the steam off time) state.

We investigated the incorporation of the cooling phase at different cooling water temperature and surface heat transfer coefficient for different can size as well.

RESULTS

In case of constant ambient temperature the surface heat transfer coefficient influenced the heat absorption stronger compared to the ambient temperature at a given can mainly at higher ambient temperatures (Fig. 1-3).

The size of the can was the main factor in the heat absorption. The involvment of the cooling resulted only several kJ heat absorbtion decrease in case of the same ambient conditions. The minimum heat absorption was happened in case of 60W/m2K heat transfer coefficient involving with cooling. After that the absorbed heat was increased till 400 W/m2K and then it is decreased till 1000 W/m2K. It can be explained that the temperature gradient increase could be compensated by the heat treatment time decrease (25%-40%) only after 400 W/m2K.

This place of the maximum absorbed heat was at the sam eplace (400 W/m2K) in all three cases. The differences between the 3 cans is not so high because the smaller diameter means higher heights or vica versa and the 3 cans has about the same filling weight of 400-450 g.

160 162 164 166 168 170 172 174

114 116 118 120 122 124 126

Ambient temperature [°C]

Heat absorbed by the product [kJ]

99x63--60 99x63--60C 99x63--100 99x63--100C 99x63--200 99x63--200C 99x63--400 99x63--400C 99x63--1000 99x63--1000C

Fig 1. The heat absorbed by the product in dependence of the ambient temperature, heat ttransfer coefficient for 99x63 can (C=cooling)

160 162 164 166 168 170 172 174

115 116 117 118 119 120 121 122 123 124 125

Ambienttemperature [°C]

Heat absorbed by the product [kJ]

83x86--60 83x86--60C 83x86--100 83x86--100C 83x86--200 83x86--200C 83x86--400 83x86--400C 83x86--1000 83x86--1000C

Fig 2. The heat absorbed by the product in dependence of the ambient temperature, heat ttransfer coefficient for 83x86 can (C=cooling)

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162 164 166 168 170 172 174 176

114 116 118 120 122 124 126

Ambient temperature [°C]

Heat absorbed by the product [kJ]

73x110--60 73x110--60C 73x110--100 73x110--100C 73x110--200 73x110--200C 73x110--400 73x110--400C 73x110--1000 73x110--1000C

Fig 3. The heat absorbed by the product in dependence of the ambient temperature, heat ttransfer coefficient for 73x110 can (C=cooling)

300 350 400 450 500 550 600 650 700 750

115 120 125

Ambient temperature [°C]

Cooking value [min]

73x110--60 73x110--60C 73x110--100 73x110--100C 73x110--200 73x110--200C 73x110--400 73x110--400C 73x110--1000 73x110-- 1000C

Fig 4. The cooking value development in dependence of the ambient temperature, heat ttransfer coefficient for 73x110 can (C=cooling)

The surface cooking values (Fig. 4), characterising the heat damage, showed a limiting picture. Till 118-120°C ambient temperature it could be experienced only a little increase in heat damage, which can not be differenciate in sensory properties. The increase in the heat transfer coefficient decreased the cooking values. The 99x63 and 83x86 cans showed the same trends but with about 40-50 min higher cooking values. It can be due to the larger diameter.

0 1 2 3 4 5

115 120 125

Ambient temperature [°C]

Bacteria destroying in D unit (min)

52x56--60 52x56--100 52x56--200 52x56--400 52x56--1000

Fig 5. The bombage causing bacteria destroying during the cooling at different holding temperature and surface heat transfer coefficient during holding for 52x56 can (C=cooling)

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The involvment of the cooling into the heat treatment can be handled as safety factor only for smallest cans under 120°C (Fig. 5). In this region only 10-100 bacteria can be destroyed. Above this the ratio of the cooling part in the total lethality may be 30-40%. In the case of the 99x63, 83x86 and 73x110 cans 3-4 D unit bombaging bacteria destroying can be reached. It means that about 10 minutes shortening in the can be reached in holding time shortening. This cause only little change in heat absorption by the products (Fig 1-3) but about 7- 10% heat loss, 7-10% steam supply line heat loss, in water circulation atuclaves 7-10% electricity and steam generation cost decrease can be reached according to the size of the can surface heat transfer coefficient and ambient temperature.

Among the variable temperature heat treatments the two stage process the first stage ambient temperature would be at least 100°C because under this temperature the absorbed heat and the heat loss increased as the treatment time prolonged. This can be due to the large temperature lagging (7°C) as can be seen on Figure. The same trends and value was obtaine for the 83x86 and 73x110 cans as well.

30 32 34 36 38 40

85 95 105 115 125

Ambient temperature [°C]

Step change core temperature [°C]

60 100 200 400 1000

Fig. 6 The core temperature lagging in dependence oon the heat transfer coefficient and ambient temperature for the 99x63 can.

The time of the end of the first stage was influenced mainly by the size of the can and a far less extent by the heat transfer coefficient The heat transfer coefficient has only a minor role under D<50 mm and if D>50 mm the maximum value is 100-200 W/m2K from the energetic point of view. The ambient temperature has no role (rounding the time on minute) therfore it was not shown. (Fig. 6). In general 35 minute can be chosen for the first ambient temperature change. Because of the high F0 value this is only about ¼-1/5 part of the holding time so the holding time and heat saving is not so high and diminish as the time of the treatment extended.

0 5 10 15 20 25 30 35 40 45

0 200 400 600 800 1000

Heat transfer coefficient [W/m2K]

Temperature change time [min]

10 20 30 40 50

60 70 80 90 100

Fig 7. The Ambient temperture change time in dependence of the heat transfer coefficient and diameter The total holding time was not so strongly decreased as in the literature mentioned (Almonacid-Merino et al.

1993, Ramaswamy and Grabowski 1999). It can be due to the greater sizes of the cans and much more higher

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values. The applied only F0=2,52 min heat equivalent unit (botulinum cook) and not F0=9 min as we applied because of the destroying the bombage causing sulphite reductive Clostridium and Bacillus strains.

CONCLUSIONS

The heat absorbed by the product was not highly different among the investigated cans. It can be due to the high heat equvalent unit (F0) and the about same filling wieght. The most promising energy saving potential is in the involving the cooling phase lethality. It means 7-10% energy savings due the decrease in holding time. The best compromise among energy comnsumption, sensory quality and heat transfer intensity is about 120°C ambient temperature and about 200 W/m2K heatt transfer coefficient. The variable ambient temperature treatment brought not so favourable energy saving potential as in the literature mentioned. It can be due to the larger cans and the high heat equivalents unit (incorporating the ombage causing microba destroy.

REFERENCES

Simpson, R., C. Corte, C., and A Teixeira, (2006), Energy consumption in batch thermal processing: model development and validation. Journal of Food Engineering 73. 3. 217–224.

Bhowmik, S. R., Vischenevetsky, R., & Hayakawa, K. (1985), Mathematical model to estimate steam consumption in vertical still retort for thermal processing of canned foods. Lebensmittel Wissenschaft und Technologie, 18. 1. 15–23.

Choi, Y. and M., R., Okos (1986), Effects of Temperature and Composition on the Thermal Properties of Foods.

In. Le Maguer, M., P., Jelen. (1986), Food Engineering and process application Volume 1. Transport Phenomena. 93-101.

Riedel, L. (1969), Temperaturleitfähigkeitsmessungen an wasserreichen Lebensmitteln. Kältetechnik und Klimatisierung. 21. 11. 315-316.

Singh, R. P. (1977), Energy Consumption and Conservation in Food Sterilization. Food Technology 31. 3. 57–

60.

Singh, R. P. (1978), Energy Accounting in Food Process Operations. Food Technology 32. 4. 40-44, 46.

Singh, R.P. (ed.) (1986), Energy in Agriculture Volume I. Energy in Food Processing. Elsevier Amsterdam- Oxford-New York-Tokio.

Sielaff, H. W., Andrae, P. Oelker, (1982), Herstellung von Fleischkonserven und industrielle Speisenproduktion.

VEB Fachbuchverlag Leipzig. pp. 230-239.

Rao, M., A. J., F., Kenny, J., Katz and D. L. Downing (1976), Computer Estimation of Heat Losses in Food Processing Plants. Food Technology 30. 3. 36-39, 42.

Rao, M, A., J., Katz, J., V. K. Goel, (1978), Economic Evaluation of Measures to Conserve Energy in Food Processing Plants. Food Technology 32. 4. 34, 36, 38.

Unger, S. G. (1975), Energy utilization in the leading energy consuming food processing industries. Food technology 29. 12. 33-36.

Almonacid-Merino, S. F., R., Simpson, and J., A. Torres, (1993), Timevariable retort temperature profiles for cylindrical cans: Batch process time, energy consumption, and quality retention model. Journal of Food Process Engineering, 16 (4), 171–187.

Ramaswamy, H., S. and S. Grabowski(1999): Thermal Processing of Pacific Salmon in SteamrAir and Water- Immersion Still Retorts: Influence of Container TyperShape on Heating Behavior. Lebensmittel.- Wissenschaft und Technologie. 32. 12-18.

Marcotte M., C.R. Chen, S. Grabowski, H., S. Ramaswamy, JPG Piette (2008): Modelling of cooking-cooling processes for meat and poultry products International Journal of Food Science and Technology. Vol. 43.4 673-684.

Eisner, M. (1979): Die Pasteurization von Schinken-Halbkonserven mit Hilfe der selektiven Stufenverfahrens.

Flesichwirtschaft (59) (10) 1443-1451.

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