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Sweating Effect on Males and Females Body Temperature Variation 出汗对男女体温变化的影响
Pub Date : 2018-01-01 DOI: 10.4172/2168-9679.1000401
Gurung Db, S. Acharya
The human bodies have to stay their normal temperature because the enzymes that causes reaction in the body functions are best at normal temperature. The study deals comparative study of thermoregulation activities of human males and females under hot zone due to sweating. The solution is presented on the basis of variational finite element method for one and two dimensional steady and transient cases. Sweating is one of the effective thermoregulatory processes when the body is in hot condition of heat strain caused by hot ambient conditions or a high metabolic rate. Sweating is considered as a loss of heat from the body by evaporation of water inside body. The sweating rate for male is calculated by the relation; E=8.47×10-5(0.1×Tsk+0.9×Tb)-36.6 [kg/m 2/sec] where, Tsk=T0 (Outer skin surface temperature), Tb=37 (Body core temperature). The rate of sweating in females is less compared to males due to the lower density of sweat gland and hormonal pattern in females. So, coefficient of Tb is considered as 0.7 instead of 0.9 in above relation for females. The analysis sought out that tissue temperature in males is slightly higher as compared to females when atmospheric temperature T∞ is less than body core temperature. But the females tissue temperature is higher when T∞ exceeds above 37°C. The steady state nodal temperature is achieved earlier in case of males in comparison to females. Citation: Gurung DB, Acharya S (2018) Sweating Effect on Males and Females Body Temperature Variation. J Appl Computat Math 7: 401. doi: 10.4172/2168-9679.1000401
人体必须保持正常温度,因为在人体功能中引起反应的酶在正常温度下是最好的。本研究对人类男性和女性在出汗热区下的体温调节活动进行了比较研究。在变分有限元法的基础上,对一维和二维稳态和瞬态情况进行了求解。排汗是机体在高温环境或高代谢率引起的热应激状态下有效的体温调节过程之一。出汗被认为是通过体内水分的蒸发而从体内损失热量。男性出汗率由关系式计算;E=8.47×10-5(0.1×Tsk+0.9×Tb)-36.6 [kg/ m2 /sec],其中,Tsk=T0(外皮肤表面温度),Tb=37(身体核心温度)。由于女性的汗腺密度和荷尔蒙模式较低,女性的出汗率比男性低。因此,考虑女性的Tb系数为0.7,而不是上述关系中的0.9。分析发现,当大气温度T∞小于身体核心温度时,男性的组织温度略高于女性。但当T∞超过37℃以上时,雌性组织温度较高。男性比女性更早达到稳态节点温度。引用本文:Gurung DB, Acharya S(2018)出汗对男性和女性体温变化的影响。[J]计算机数学,第7卷第1期。doi: 10.4172 / 2168 - 9679.1000401
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引用次数: 4
Polignac: New Conjecture 波利尼亚克:新猜想
Pub Date : 2018-01-01 DOI: 10.4172/2168-9679.1000415
Leichsenring Ig
The intent of this essay is not to try to prove that the twin primes are infinite. We would just like to add another way so that others interested in Number Theory can help in elucidating this mystery. The conjecture of Polignac states that each natural pair is equal to the difference of two primes; but this conjecture, it seems, has not yet been proven. However, we note that there is a certain correlation of that thesis with the foundations of our previous study, as proposed in "Goldbach New Conjecture", which led to this monograph on twin primes. Pair (g, h) k p q g 5 71 h 5 73 kg 5 12 pg 5 59 qg 5 83 kh 5 6 ph 5 67 qh 5 79 kg 5 18 pg 5 53 qg 5 89 kh 5 36 ph 5 37 qh 5 109 kg 5 30 Pg 5 41 qg 5 101 kh 5 30 ph 5 43 qh 5 103 kg 5 66 pg 5 5 qg 5 137 kh 5 66 ph 5 7 qh 5 139 Table 1: Symmetries pair of (71,73). Citation: Leichsenring IG (2018) Polignac: New Conjecture. J Appl Computat Math 7: 415. doi: 10.4172/2168-9679.1000415
本文的目的不是试图证明孪生素数是无限的。我们只是想添加另一种方式,以便其他对数论感兴趣的人可以帮助阐明这个谜团。波利尼亚克猜想指出,每个自然对都等于两个素数之差;但这一猜想似乎尚未得到证实。然而,我们注意到,该论文与我们先前研究的基础有一定的相关性,如“哥德巴赫新猜想”中提出的,这导致了这本关于孪生素数的专著。对(g, h) k p q g 5 71 h 5 73公斤5 12 pg 5 59路上qh 5 5 83 kh 5 6 ph值5 67 79公斤5 18 pg 5 53路上5 89 kh qh 5 109公斤5 5 ph值36 5 37 101 pg 5 41路上5 kh 5 ph值30 5 43本书5 103公斤5 66 pg 5 5路上5 137 kh - 5 66 ph值5 7本书,5 139表1:对称性(71、73)。引用本文:Leichsenring IG (2018) Polignac: New Conjecture。[J]计算机数学,第7卷第4节。doi: 10.4172 / 2168 - 9679.1000415
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引用次数: 0
A Mathematical Model of Glucose-Insulin Interaction with Time Delay 葡萄糖-胰岛素相互作用的时滞数学模型
Pub Date : 2018-01-01 DOI: 10.4172/2168-9679.1000416
S. Saber, Bashier Ebm, Alzahrani Sm, Noaman Ia
This paper extends the work by incorporating a time delay in the interaction term of the glucose and insulin. The new model is analyzed and the stability properties have been concluded. Numerical simulations are carried out to confirm the theoretical results. Citation: Saber S, Bashier EBM, Alzahrani SM, Noaman IA (2018) A Mathematical Model of Glucose-Insulin Interaction with Time Delay. J Appl Computat Math 7: 416. doi: 10.4172/2168-9679.1000416
本文通过在葡萄糖和胰岛素的相互作用项中加入时间延迟来扩展工作。对新模型进行了分析,得出了新模型的稳定性。通过数值模拟验证了理论结果。引用本文:Saber S, Bashier EBM, Alzahrani SM, Noaman IA(2018)葡萄糖-胰岛素相互作用与时间延迟的数学模型。[J]计算机数学,7:416。doi: 10.4172 / 2168 - 9679.1000416
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引用次数: 10
The Fast Assignment and Software Implementation of the Ultra-high Degree Earth?s Gravity Field Parameters 超高度地球的快速赋值与软件实现?s重力场参数
Pub Date : 2018-01-01 DOI: 10.4172/2168-9679.1000419
L. Wei, Z. Zhang
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引用次数: 0
An Investigation of AI enabled SoE Attacking Impact in Higher Learning Institute: Structural Equation Modeling (SEM) Approach 人工智能对高等院校国企攻击影响的研究:结构方程建模方法
Pub Date : 2018-01-01 DOI: 10.4172/2168-9679.1000422
Khidzir Nzb, Ahmed Saam
Theory of artificial enabled social engineering attacking risk factors are employed in this study to determine the impact that disturbed the personal productivity of higher learning institute of the user towards the AI enable SoE attacking. Five independent variable which are threat, vulnerability, valuation, countermeasure and personal disturbance factors using in this paper. Moreover using as an indicator in determining disturbance of personal productivity in an higher learning institute. Since multiple regression by using Structural Equation Modelling –Partial Least Square (SEM-PLS) is used to examine the collection of data by a questionnaire which is relevant with AI enable SE attacking risk. And the resulting point out three independent variable significantly influences the personal productivity in higher learning institute. As a matter of fact this study concludes that the foremost influence factor on disturbance of personal productivity in higher learning institute towards the AI enables SoE attacking risk factors such as threat, vulnerability, valuation and countermeasure. This study contributes to introductory study but vibrant understanding in stimulating the higher learning institute to become a worldwide institution. Journal of Applied & Computational Mathematics J o u r n a l o f A pp lie d & Computional M th e m a t i c s ISSN: 2168-9679
本研究采用人工启用社会工程攻击风险因素理论,确定干扰用户高等院校个人生产力对人工启用SoE攻击的影响。本文采用的五个自变量分别是威胁、脆弱性、评价、对策和个人干扰因素。并将其作为判定高校个人生产力干扰的指标。由于使用结构方程建模的多元回归-偏最小二乘(SEM-PLS)用于通过与AI相关的问卷调查来检查数据的收集,从而使SE攻击风险。结果表明,三个自变量对高校个人生产力有显著影响。事实上,本研究得出的结论是,人工智能对高校个人生产力干扰的首要影响因素是使国有企业能够攻击威胁、脆弱性、评估和对策等风险因素。本研究对于推动中国高等院校成为世界性的高等院校,不仅是一个入门性的研究,也是一个充满活力的认识。应用与计算数学学报[J] ., [J] .应用与计算数学[J] .中文信息学报,2011,31 (6):968 - 979
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引用次数: 0
Degree Diameter Problem on Oxide Network 氧化物网络的度径问题
Pub Date : 2018-01-01 DOI: 10.4172/2168-9679.1000377
Akhtar Ms
The degree diameter problem is the problem of finding the largest graph (in terms of number of vertices) subject to the constraints on the degree and the diameter of the graph. Beyond the degree constraint there is no restriction on the number of edges (apart from keeping the graph simple) so the resulting graph may be thought of as being embedded in the complete graph. In a generalization of this problem, the graph is considered to be embedded in some connected host graph. This article considers embedding the graph in the oxide network and provides some exact values and some upper and lower bounds for the optimal graphs.
度直径问题是在图的度和直径的约束下找到最大的图(按顶点数计算)的问题。除了度约束之外,对边的数量没有限制(除了保持图的简单性),所以结果图可以被认为是嵌入在完整图中。在这个问题的推广中,图被认为嵌入在某个连通的主图中。本文考虑了在氧化物网络中嵌入图,并给出了最优图的精确值和上界和下界。
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引用次数: 1
Average Sentinel for a Heat Equation with Incomplete Data 数据不完全热方程的平均前哨
Pub Date : 2018-01-01 DOI: 10.4172/2168-9679.1000421
H. Selatnia, A. Berhail, A. Ayadi
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引用次数: 2
The Finite Difference Methods for Parabolic Partial Differential Equations 抛物型偏微分方程的有限差分法
Pub Date : 2018-01-01 DOI: 10.4172/21689679.1000418
Nigatie Y
In this paper finite difference methods will used to solve both one and two dimensional heat equations which are the well-known partial differential equations. Figure 1: Conditions of prescribed boundary. Citation: Nigatie Y (2018) The Finite Difference Methods for Parabolic Partial Differential Equations. J Appl Computat Math 7: 418. doi: 10.4172/21689679.1000418
本文将用有限差分法求解一维和二维热方程,即众所周知的偏微分方程。图1:规定边界条件。引用本文:负Y(2018)抛物型偏微分方程的有限差分方法。[J]计算机数学,7:418。doi: 10.4172/21689679.1000418
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引用次数: 3
Divisor Graphs that are Complements of Bipartite Graphs 二部图补的除数图
Pub Date : 2018-01-01 DOI: 10.4172/2168-9679.1000400
M. Ahmad, H. Al-Ezeh
In this paper, we will study some bipartite graphs whose complements are divisor graphs like paths and caterpillars, counterexample for a tree whose complement is not divisor will be presented and powers of some types of trees that have their complements divisor graphs will be classified.
本文研究了一些补是除数图的二部图,如路径和毛虫,给出了补不是除数的树的反例,并对具有补除数图的树的幂进行了分类。
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引用次数: 0
On an Intrinsic Stochastic Fitzhugh: Nagumo Model 内禀随机fitzhuh: Nagumo模型
Pub Date : 2018-01-01 DOI: 10.4172/2168-9679.1000376
Elazab Ns
The Fitzhugh-Nagumo model for excitable systems with a high excitation parameter solves the question of selfoscillatory and self-adaptivity in these systems. This is not the case in systems with low excitation parameter. An intrinsic stochastic model that accounts for endogenous fluctuations is proposed. This model solves the question of self-oscillatory and self-adaptivity in systems with low excitation parameter.
高激励参数可激系统的Fitzhugh-Nagumo模型解决了这类系统的自振荡和自适应问题。在低激励参数的系统中,情况并非如此。提出了一个考虑内生波动的内在随机模型。该模型解决了低激励参数系统的自振荡和自适应问题。
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引用次数: 0
期刊
Journal of Applied and Computational Mathematics
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