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Klebsiella Species – The Spectrum of Infections and the Pattern of Resistance in Hospitalized Patients 克雷伯氏菌种类-住院患者的感染谱和耐药性模式
Pub Date : 2023-07-06 DOI: 10.31926/but.ms.2023.65.16.1.1
M. Idomir, D.L. Nicoara
The study was retrospective-descriptive and consisted of the analysis of the spectrum of infections produced by Klebsiella spp. strains in patients hospitalized in a multidisciplinary hospital as well as the antibiotic resistance pattern of these germs. Klebsiella spp. were identified more frequently in patients hospitalized in ICU (2021: 28,74%; 2022: 40,43%), Internal Diseases (2021: 24,8%; 2022: 15,55%) and General Surgery (2021: 7,87%; 2022: 7,82%) wards being isolated in higher percentages from urine (2021: 44,62%; 2022: 47,21%), respiratory secretions (2021: 25,85%; 2022: 22,71%) and wound secretions (2021: 15,62%%; 2022: 13,28%). Klebsiella species showed higher resistance to cephalosporins and levofloxacin. Most strains of Klebsiella were sensitive to colistin and carbapenems.
该研究是回顾性描述的,包括对多学科医院住院患者克雷伯氏菌菌株产生的感染谱以及这些细菌的抗生素耐药性模式的分析。在ICU住院患者中发现克雷伯氏菌的频率更高(2021年:28.74%;2022年:40.43%),内科疾病(2021年:24.8%;2022年:15.55%)和普外科(2021年:7.87%;2022年:7.82%)病房隔离尿液的比例较高(2021年:44.62%;2022年:47.21%),呼吸道分泌物(2021年:25.85%;2022年:22.71%)和伤口分泌物(2021年:15.62%;2022: 13日,28%)。克雷伯菌对头孢菌素和左氧氟沙星有较高的耐药性。大多数克雷伯菌对粘菌素和碳青霉烯类敏感。
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引用次数: 0
Study on Designing a Modular House 模块化房屋的设计研究
Pub Date : 2023-07-06 DOI: 10.31926/but.ens.2022.15.64.2.2
A. Barbu, L. Bârsan
The paper presents a study on creating a modular construction based on a simple shaped module. The solution resulted from large research on existing designs, the idea of modular houses having not a long history, but a rich one. The existing solutions helped in formulating a list of requirements that included most of their advantages. The basic module is a square-shaped panel that can be easily personalized according to necessities: a wall with a door or/and windows, ceiling, and floor. The study includes solutions regarding electric wiring and plumbing design for bathrooms or kitchens. The design included solutions for creating different configurations and volumes for the final building involving the designing of connecting modules.
本文研究了一种基于简单形状模块的模块化结构创建方法。解决方案源于对现有设计的大量研究,模块化房屋的概念历史不长,但却很丰富。现有的解决方案有助于形成一份需求清单,其中包括它们的大多数优点。基本模块是一个方形面板,可以根据需要轻松个性化:带门或/和窗户的墙壁,天花板和地板。这项研究包括有关浴室或厨房的电线和管道设计的解决方案。该设计包括为最终建筑创建不同配置和体量的解决方案,涉及连接模块的设计。
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引用次数: 0
Is Subacute Thyroiditis a Complication of SARS-CoV-2 Infection? 亚急性甲状腺炎是否是SARS-CoV-2感染的并发症?
Pub Date : 2023-07-06 DOI: 10.31926/but.ms.2023.65.16.1.2
L. Rodina, M. Cocuz, V. Birlutiu
Subacute thyroiditis (SAT) is an inflammatory condition affecting the thyroid gland, usually triggered by a viral infection or occurring after a viral illness. It is characterized by neck tenderness, along with the typical symptoms of thyrotoxicosis and an elevated erythrocyte sedimentation rate. SAT has been identified as a potential complication associated with SARS-CoV-2 infection. The aim of this study is to present and discuss two cases of subacute thyroiditis that occurred following a viral infection, potentially linked to SARS-CoV-2 infection. We describe the clinical, biochemical, and imaging features of two cases of SAT that manifested six weeks after the onset of COVID-19-associated symptoms. Both cases involved female patients, aged 58 and 39, who developed subacute thyroiditis, characterized by neck pain, fever, and fatigue. These symptoms emerged three weeks after recovering from a viral episode marked by acute coryza, cough, and anosmia. Due to a persistent fever lasting three weeks, one of the patients required hospitalization to rule out other infectious causes of prolonged febrile syndrome. Laboratory analyses revealed elevated inflammatory markers, positive serology for SARS-CoV-2 infection, thyroid function tests showed thyroid over-activity and thyroid ultrasound confirmed the diagnosis of SAT. The patients received corticosteroid treatments and beta-blockers, resulting in the complete resolution of symptoms and normalization of inflammatory markers, within three weeks after the SAT diagnosis. Post-COVID-19 thyroiditis can emerge as a potential complication of SARS-CoV-2 infection. It is crucial for clinicians to be aware of this possibility, highlighting the importance of considering post-COVID-19 thyroiditis in patients presenting with relevant symptoms.
亚急性甲状腺炎(SAT)是一种影响甲状腺的炎症性疾病,通常由病毒感染引发或在病毒性疾病后发生。其特点是颈部压痛,伴有甲状腺毒症的典型症状和红细胞沉降率升高。SAT已被确定为与SARS-CoV-2感染相关的潜在并发症。本研究的目的是介绍和讨论两例亚急性甲状腺炎,这两例发生在病毒感染后,可能与SARS-CoV-2感染有关。我们描述了两例在出现covid -19相关症状六周后出现的SAT病例的临床、生化和影像学特征。两例患者均为女性,年龄分别为58岁和39岁,均出现亚急性甲状腺炎,表现为颈部疼痛、发热和疲劳。这些症状出现在以急性鼻炎、咳嗽和嗅觉丧失为特征的病毒发作恢复三周后。由于持续发烧三周,其中一名患者需要住院治疗,以排除引起长热综合征的其他感染原因。实验室分析显示炎症标志物升高,SARS-CoV-2感染血清学阳性,甲状腺功能检查显示甲状腺过度活跃,甲状腺超声证实了SAT的诊断。患者接受皮质类固醇治疗和β受体阻滞剂治疗,导致症状完全消退,炎症标志物在SAT诊断后三周内恢复正常。covid -19后甲状腺炎可作为SARS-CoV-2感染的潜在并发症出现。临床医生必须意识到这种可能性,强调在出现相关症状的患者中考虑covid -19后甲状腺炎的重要性。
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引用次数: 0
Numerical Modelling of Heat Transfer in Engine Exhaust Manifolds 发动机排气歧管传热的数值模拟
Pub Date : 2023-07-06 DOI: 10.31926/but.ens.2022.15.64.2.3
A. Mazilu, L. Costiuc
The purpose of the paper is to study the heat transfer in the exhaust manifold of a naturally aspirated diesel engine. The work started from the exhaust manifold of the test engine D30 which was redesigned in CATIA V5, then pre-processed in Comsol Multiphysics. The results of the post-processing phase have generated temperature, velocity, pressure, and Reynolds number fields which were compared with experimental data from the engine dynamometric test. For higher accuracy, the temperatures of exhaust manifold surfaces were measured both with IR Camera Imager and thermocouples.
本文的目的是研究自然吸气柴油机排气歧管内的传热问题。从测试发动机D30的排气歧管开始,在CATIA V5中重新设计,然后在Comsol Multiphysics中进行预处理。后处理阶段的结果生成了温度场、速度场、压力场和雷诺数场,并与发动机动力试验的实验数据进行了比较。为了提高排气歧管表面温度的测量精度,采用红外成像仪和热电偶对排气歧管表面温度进行了测量。
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引用次数: 0
Finite Element Modeling Considerations of Deep Foundations. The Control Instruments in the Discretization Mesh Generation at the Pilot-Raft Interaction Point 深地基有限元建模的考虑。导艇交互点离散网格生成中的控制仪表
Pub Date : 2023-07-06 DOI: 10.31926/but.ens.2022.15.64.2.1
Adrian Ghencea
The article aims to give a less theoretical and more practical definition to the tool called Subregion, from which the advantage of directly controlling the stiffness of the scraper slab without bringing an additional load of its own weight to the pilot's head can be concretely demonstrated. Deep foundations will therefore be analyzed. The Subregion is extremely useful in finite element modeling because it helps define caps without breaking the continuous surface of tile elements. This aspect will be covered in detail in the article, such modeling with Subregions leads to high-performance computational models, optimal from the point of view of file sizes. From practice, the author will present two case studies, concluding on the optimal ratio between the precision of the calculations and the volume of probable errors at the level of the results.
本文旨在给这个叫做Subregion的工具一个较少理论而更实际的定义,从这个定义可以具体展示直接控制刮刀板的刚度而不给飞行员的头部带来额外的自重负荷的优势。因此,将对深层地基进行分析。Subregion在有限元建模中非常有用,因为它可以帮助定义帽,而不会破坏瓷砖元素的连续表面。这方面的内容将在本文中详细介绍,这种使用子区域的建模可以产生高性能的计算模型,从文件大小的角度来看是最优的。从实践中,作者将提出两个案例研究,总结计算精度与结果水平上可能误差的数量之间的最佳比例。
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引用次数: 0
Certain subclasses of analytic functions with complex order associated with generalized Bessel functions 与广义贝塞尔函数相关的复阶解析函数的某些子类
Pub Date : 2023-07-03 DOI: 10.31926/but.mif.2023.3.65.1.3
T. Al-Hawary, A. Amourah, M. Aouf, B. Frasin
In this paper, we obtain the necessary and sufficient conditions for generalized Bessel functions of the first kind zup(z) to be in the classes S(b, λ, β) and R(b, λ, β) of analytic functions with complex order and also give the necessary and sufficient conditions for z(2−up(z)) to be in the classes TS(b, λ, β) and TR(b, λ, β). Furthermore, we give the necessary and sufficient conditions for J(k, c) to be in the class TR(b, λ, β) provided that the function f is in the class Rτ (A, B). Finally, we give conditions for the integral operator G(k, c, z) = ∫0z(2 − up(t))dt to be in the class TR(b, λ, β). Several corollaries and consequences of the main results are also obtained.
本文给出了第一类广义贝塞尔函数zup(z)属于复阶解析函数S(b, λ, β)类和R(b, λ, β)类的充分必要条件,并给出了z(2−up(z))属于TS(b, λ, β)和TR(b, λ, β)类的充分必要条件。进一步给出了函数f在Rτ (A, b)类中的条件下,J(k, c)在TR(b, λ, β)类中的充要条件。最后给出了积分算子G(k, c, z) =∫0z(2−up(t))dt在TR(b, λ, β)类中的条件。本文还得到了主要结果的几个推论和结论。
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引用次数: 2
On the Mersenne and Mersenne-Lucas hybrinomial quaternions 论梅森和梅森-卢卡斯二项四元数
Pub Date : 2023-07-03 DOI: 10.31926/but.mif.2023.3.65.1.10
E. Eser, B. Kuloğlu, E. Ozcan
In this paper, we introduce Mersenne and Mersenne-Lucas hybrinomial quaternions and present some of their properties. Some identities are derived for these polynomials. Furthermore, we give the Binet formulas, Catalan, Cassini, d’Ocagne identity and generating and exponential generating function of these hybrinomial quaternions.
本文引入了Mersenne和Mersenne- lucas二项四元数,并给出了它们的一些性质。对这些多项式导出了一些恒等式。进一步给出了这些杂项四元数的Binet公式、Catalan、Cassini、d’ocagne恒等式以及生成函数和指数生成函数。
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引用次数: 1
Fixed point theorems on product of b-metric spaces b-度量空间积上的不动点定理
Pub Date : 2023-07-03 DOI: 10.31926/but.mif.2023.3.65.1.1
Izabella Abraham
The aim of this paper is to extend some fixed point results from [Serban, M. A., Teoria punctului fix pentru operatori definiti pe produs cartezian, Presa Universitar˘a Clujeana Cluj–Napoca, 2002] and [Presic, S. B., Sur une classe d’ inequations aux differences finite et sur la convergence de certaines suites, Publ. Inst. Math. (Beograd) (N. S.). 5(19) (1965), 75-78] in the framework of b-metric spaces.
本文的目的是推广[Serban, M. A., Teoria punctuui fix pentru operatori definiti pe producus cartezian, Presa Universitar × A Clujeana Cluj-Napoca, 2002]和[Presic, S. B., Sur une class d ' inequations aux differences finite et Sur la convergence de certain suites, Publ.]的一些不动点结果。本月,数学。(贝尔格莱德)(名词)[5(19)(1965), 75-78]在b-度量空间的框架中。
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引用次数: 0
Innovations of some dynamic estimates combined on time scales 一些动态估计在时间尺度上的创新
Pub Date : 2023-07-03 DOI: 10.31926/but.mif.2023.3.65.1.2
Deeba Afzal, Muhammad Jibril Shahab Sahir
We establish fractional versions of generalizations of the Schweitzer, Kantorovich, Polya–Szego, Cassels, Greub–Rheinboldt, and reverse Minkowski inequalities on time scales. We present that fractional P´olya–Szego’s dynamic inequality generalizes Cassels’ inequality. Time scales calculus unifies and extends discrete, continuous, quantum versions of results.
我们在时间尺度上建立了Schweitzer, Kantorovich, Polya-Szego, Cassels, Greub-Rheinboldt的分数型推广,以及反向Minkowski不等式。我们提出了分数阶P´olya-Szego的动态不等式推广了Cassels不等式。时间尺度微积分统一和扩展离散的,连续的,量子版本的结果。
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引用次数: 0
Diamond-alpha inequalities with two parameters on time scales 时间尺度上两个参数的Diamond-alpha不等式
Pub Date : 2023-07-03 DOI: 10.31926/but.mif.2023.3.65.1.4
B. Benaissa, M. Sarıkaya
In this article, we give a new version of n-tuple diamond-alpha H¨older inequality on time scales, this result generalizes some results known in the literature. Second, we present n-tuple diamond-alpha inequality with two parameters on time scales. It is a tool to generalize integral inequalities on time scales, its goal is to create an inequality restarted from the left side with a parameter to a right side with two parameters. Moreover, new Minkowski integral inequality with two parameters is given, and some interesting integral inequalities are found.
本文给出了时间尺度上n元diamond- α H′older不等式的一个新版本,该结果推广了文献中已知的一些结果。其次,我们在时间尺度上给出了具有两个参数的n元diamond-alpha不等式。它是一种推广时间尺度上的积分不等式的工具,它的目标是创建一个从左边有一个参数到右边有两个参数的不等式。此外,给出了新的两参数Minkowski积分不等式,并发现了一些有趣的积分不等式。
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引用次数: 0
期刊
Bulletin of the Transilvania University of Brasov Series V Economic Sciences
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