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Analytical presentation of sea ice’s temperature profile in spring-summer period on the northern sea route 北方海路春夏期海冰温度剖面分析
Pub Date : 1900-01-01 DOI: 10.17586/1606-4313-2022-21-4-68-75
I. Veprinyak, S. Koshkin
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引用次数: 0
Approach to computation of deformation friction force during chilled fish cutting 冷冻鱼切削变形摩擦力的计算方法
Pub Date : 1900-01-01 DOI: 10.17586/1606-4313-2019-18-4-49-56
O. V. Ageev, V. Naumov, J. A. Fatykhov, N. V. Samojlova
The approach to research of deformation friction forces during chilled fish cutting is proposed. The viscoelastic properties of chilled fish raw material are described by a three-element rheological model. The mathematical description of the knife rough surface profile in the form of a dimensionless periodic function with three harmonics has been used. The dimensionless contact pressures over the microprotrusions of the cutting body rough surface from the material has been analyzed. A mathematical model for computation the dimensional and dimensionless friction forces has been developed. It is shown that with an increase in the processing speed, the deformation component of the friction force tends to zero. Up to a certain sliding speed there is a full contact of the material with the irregularities of the edge. With an increase in elasticity and lengthening of the edge of the knife the considerated force increases monotonously. The dependence of the dimensionless width of the micro protrusions contact area with the material on elasticity is monotonic, and the dependence of the indicated dimensionless width on the dimensionless speed is nonmonotonic. With values of elasticity measure 5, dimensionless speed of 0.001; 0.03; and 0.12, maximum amplitude of contact pressure is 1.250; 1.973; and 3.635, respectively. With values of the elasticity measure 3; 5; 8; and 12, the minimum values of the dimensionless width of the contact pad are 0.615; 0.593; 0.575; and 0.563, respectively, the limit value is 0.679. With values of the elasticity measure 5; dimensionless length of the edge 10; 20; 30; and 50, values of the maximum deformation friction force are 9.345; 18.693; 28.040; and 46.724, respectively. With values of the dimensionless length of the edge 20; elasticity measures 2; 5; 8; and 12, values of maximum strength are 7.471; 18.693; 29.914; and 44.876, respectively.
提出了冷冻鱼切割过程中变形摩擦力的研究方法。用三元流变模型描述了冷冻鱼原料的粘弹性特性。采用无量纲三次谐波周期函数的形式对刀具粗面轮廓进行了数学描述。分析了切削体粗糙表面微突处的无因次接触压力。建立了计算有量纲摩擦力和无量纲摩擦力的数学模型。结果表明,随着加工速度的增加,摩擦力的变形分量趋于零。在一定的滑动速度下,材料与边缘的不规则性完全接触。随着弹性的增加和刀口的延长,所考虑的力单调增加。微突与材料接触区域的无量纲宽度与弹性的关系是单调的,而指示的无量纲宽度与无量纲速度的关系是非单调的。弹性测量值为5,无因次速度为0.001;0.03;0.12,最大接触压力幅值为1.250;1.973;分别是3.635。弹性测量值为3;5;8;12、接触垫无因次宽度最小值为0.615;0.593;0.575;和0.563,极限值为0.679。弹性测量值为5;边的无因次长度10;20;30;50,最大变形摩擦力为9.345;18.693;28.040;分别是46.724。边的无因次长度为20;弹性措施2;5;8;12、最大强度值为7.471;18.693;29.914;分别是44.876。
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引用次数: 1
Comparative calculations of the heat transfer coefficient during refrigerant boiling in tubes 制冷剂管内沸腾传热系数的比较计算
Pub Date : 1900-01-01 DOI: 10.17586/1606-4313-2020-19-2-65-72
S. Koshelev, Yu.N. Slastikhin, A. I. Eideyus
Статья подготовлена с целью выявления наиболее подходящих для инженерной практики методик расчета коэффициента теплоотдачи (КТО) при кипении хладагентов в горизонтальных трубах с внутренним диаметром dT > 3 мм. Сделан обзор методик расчета КТО. Обсуждаются условия, при которых методики расчета КТО в макро-каналах можно распространить на мини-каналы. Проведен анализ ряда опубликованных работ, посвященных оценке точности методик предсказания КТО при кипении жидкостей в трубах, выбрано по пять лучших методик. В разных сочетаниях к числу лучших отнесена 21 методика. Пять из них использовано в расчетах с помощью компьютерной программы. Определены средние КТО αci и по 15 другим методикам для 11 вариантов условий кипения хладагентов R134a, R22, R290, R32, R404A, R407C, R410A, R507. Охвачен диапазон изменения температуры кипения t0 = –15...+5 oC, диаметра dT = 6...13,84 мм, массовой скорости wρ = 100...500 кг/ (м2·с), плотности теплового потока q = 3750...15000 Вт/м2, массового паросодержания в начале зоны кипения хн = 0,01...0,1 и на выходе хв = 0,9...0,95. Сравнение результатов расчета проводилось по трем показателям, а к наиболее подходящим отнесены методики: которые при одинаковых исходных данных дают наиболее близкие значения среднего КТО; по которым отношения наибольшего КТО к наименьшему во всех вариантах не превышает 1,4 для всех хладагентов; а также локальные КТО по которым имеют наибольшие значения при паросодержаниях х, соответствующих кольцевому режиму потока. Указанным условиям удовлетворяют компьютерная программа со свидетельством No 2015610039, а также методики авторов Wattelet и др. (1994), Kattan и др. (1998), Fang и др. (2017), хотя последняя не учитывает изменения локальных КТО. Ключевые слова: хладагенты, кипение, горизонтальные трубы, коэффициент теплоотдачи, методики расчета, выбор.
这篇文章的目的是找出最适合工程实践的方法来计算冷却剂在水平管中沸腾的温度系数(谁),内部直径为dT > 3毫米。分析了谁的计算方法。讨论了将谁在宏观网络中的计算方法扩展到迷你频道的条件。对发表的一些论文进行了分析,研究了预测管道中液体沸腾的精确方法,选择了前五种方法。21种不同的方法结合在一起是最好的。其中5个使用计算机程序进行计算。在R134a、R22、R290、R32、R404A、R407C、R410A和R507等11种不同的沸点条件下,可以找到中等水平的ci和其他15种方法。温度变化范围为t0 = 15…+5 oC,直径dT = 6…13.84毫米,大众速度w fr= 100…500公斤/ (m2·c), q = 3750…vt / m2, hn沸点开始时大量蒸汽沉积= 0.01…0.1和出来的hv = 0.9…0.95。比较计算的结果有三个指标,最适用的方法是:在相同的原始数据中,平均值最接近;对于所有冷却剂来说,最大的和最小的关系不超过1.4;在与环流模式相匹配的x蒸汽中,本地的谁最重要。这些条件满足了没有2015610039的计算机程序,以及Wattelet(1994年)、Kattan和(1998年)、方和其他(2017年)的方法,尽管后者没有考虑到本地的变化。关键字:冷却剂,沸点,水平管,热效率,计算方法,选择。
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引用次数: 0
Nonparametric equation of state on the basis of the phenomenological theory of a critical point with the use of similarity theory 在临界点现象学理论的基础上,利用相似理论求解非参数状态方程
Pub Date : 1900-01-01 DOI: 10.17586/1606-4313-2020-19-2-79-85
S. Rykov, I. Kudryavtseva, V. Rykov, A. Sverdlov
β and equality γ is considered the equation γ = 4β, in addition to Griffith’s equalities: 2 – α = βδ + β and γ = βδ – β. A variant of constructing a scale equation using the similarity relation between a lattice gas model and a real liquid is proposed. That allowed us to reduce the number of individual parameters of the scale function to one. The proposed approach is tested on the example of constructing the scale equation of argon. A comparative analysis is carried out with the scale equations of state of argon, where the critical indices are specified in accordance with the Griffith equalities and the condition γ = 3β justified by Bondarev V. N. in the framework of the statistical theory of a critical point.
除了格里菲斯等式:2 - α = βδ + β和γ = βδ - β外,还认为方程γ = 4β。提出了利用晶格气体模型与实际液体模型的相似关系构造尺度方程的一种变体。这样我们就可以把尺度函数的单个参数减少到一个。以氩气的尺度方程为例,对该方法进行了验证。在临界点统计理论的框架下,用Griffith等式和Bondarev V. n证明的条件γ = 3β来确定临界指标的氩的状态尺度方程进行了比较分析。
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引用次数: 1
Justification of energy efficient air handling processes in conditioning systems 空调系统中节能空气处理过程的论证
Pub Date : 1900-01-01 DOI: 10.17586/1606-4313-2021-20-3-23-31
A. S. Salman, A. Sulin, V. I. Lysev, T. Ryabova
heat, cold, air and water). A method of forming energy efficient air conditioning systems on the basis of a statistical model of climatic parameters of ambient air for different time intervals and climatic regions is proposed.
热,冷,空气和水)。提出了一种基于不同时间间隔和气候区环境空气气候参数统计模型的节能空调系统形成方法。
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引用次数: 0
Spring accumulators for mechatronic drives with energy recuperation in food industry equipment 用于食品工业设备中具有能量回收的机电驱动的弹簧蓄能器
Pub Date : 1900-01-01 DOI: 10.17586/1606-4313-2022-21-1-68-75
M. V. Zhavner, Yang Chuanchao, Li Sen
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引用次数: 0
Energy complex on liquid methane integrated with air separation unit and low-temperature power plant 液态甲烷能源综合体与空分装置和低温发电厂相结合
Pub Date : 1900-01-01 DOI: 10.17586/1606-4313-2022-21-3-3-12
D. Uglanov, O. Tremkina, O. A. Manakova, A.B. Shimanova
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引用次数: 0
Mathematical modeling of a thermoelectric system for local hypothermia of the periodontal region 牙周区域局部低温的热电系统的数学建模
Pub Date : 1900-01-01 DOI: 10.17586/1606-4313-2022-21-4-60-67
O. V. Yevdulov, S. G. Magomedova, R. Magomadov
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引用次数: 0
Energy requirements for nitrogen cooling systems of WBC units WBC机组氮冷却系统的能量需求
Pub Date : 1900-01-01 DOI: 10.17586/1606-4313-2019-18-1-92-97
A. Baranov, O. Filatova, A. Vasilenok, A. V. Safonov, E. Sokolova
D. Sc. A. Yu. BARANOV1, O. A. FILATOVA, A. V. VASILENOK, A. V. SAFONOV, E. V. SOKOLOVA 1abaranov@corp.ifmo.ru ITMO University Whole-body cryotherapy (WBC) technique is based on supercooling patient’s body to stimulate skin cold receptors at the depth of 0.15 мм form skin surface forming signal of maximum intensity at the temperature of –2 оС. Heat removal by gas with the temperature of not more than –130 оС allows localizing body supercooling zone at the depth of receptors. The research is made to estimate maximum intensity of heat removal and necessary power consumption. It allows determining requirements for power supply of WBC units that is crucial for efficiency and safety of WBC. The research is carried out by the mathematical models of WBC object (human body surface) and a unit of volume for WBC zone (patient’s cabin). Implementation of WBC technique is shown to require removing 3.8 kW of heat from patient’s body surface. Taking into account total refrigerating capacity the cryostatting system for single-seated WBC cabin has to remove as less as 6.4 kW of heat form the temperature level of –130 оС. Therefore, a refrigerator of 47 kW power or nitrogen cooling system with refrigerating medium consumption of 0.025 kg/s or 4.45 kg per procedure is necessary. The use of nitrogen cooling for WBC zone results is compact and mobile single-seated WBC units. Owing to high competitive advantages single-seated units for WBC are widely used in the world, they being used in Russian clinical practice for more than 20 years.
余博士,Sc. A.。BARANOV1, O. A. FILATOVA, A. V. VASILENOK, A. V. SAFONOV, E. V. SOKOLOVA 1abaranov@corp.ifmo.ru ITMO大学全身冷冻疗法(WBC)技术是基于对患者身体进行过冷,在0.15 мм深度刺激皮肤冷受体形成皮肤表面,在-2 оС温度下形成最大强度的信号。通过温度不超过-130 оС的气体排热,可以在感受器深度处设置局部过冷区。研究估算了最大排热强度和必要的功耗。它允许确定WBC单元的供电要求,这对WBC的效率和安全性至关重要。研究采用白细胞物体(人体表面)和白细胞区域(患者舱)体积单位的数学模型进行。WBC技术的实施需要从患者体表去除3.8 kW的热量。考虑到总制冷量,单座WBC客舱的冷冻系统必须从-130 оС的温度水平中去除至少6.4 kW的热量。因此,需要一台功率为47kw的制冷机或氮气冷却系统,制冷介质消耗为0.025 kg/s或每道工序消耗4.45 kg。使用氮气冷却的WBC区结果是紧凑和移动的单座WBC单位。由于具有较高的竞争优势,单座白细胞仪在世界范围内得到了广泛的应用,在俄罗斯的临床实践中已经使用了20多年。
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引用次数: 2
Characteristics of the nitrogen gas cycle for small scale LNG production 小型LNG生产中氮气循环的特点
Pub Date : 1900-01-01 DOI: 10.17586/1606-4313-2023-22-2-34-39
S. Vizgalov, I. Khisameev
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引用次数: 0
期刊
Journal International Academy of Refrigeration
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