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Application of hydroponic plants watering automations based on atmega328 microcontroller on water spinach (Pomea Aquatic Forsk) 基于atmega328单片机的水培植物自动浇水系统在菠菜上的应用
Q4 Computer Science Pub Date : 2023-11-01 DOI: 10.21744/ijpm.v6n1.2203
I W Supardi, Ni Nyoman Rupiasih, I Ketut Putra
The development of electronic technology in the era of globalization is very rapid. Utilization of this technology as a means to assist in agriculture, especially hydroponic plantations that are currently developing, to obtain optimal results, it is necessary to monitor the humidity and temperature conditions of the growing media. In previous research, a system was made that was able to maintain the humidity and temperature of the water following what the plant needed. The tool consists of a temperature sensor, humidity sensor, ATMega328 microcontroller, ADC and water pump. Temperature and humidity sensors function to detect temperature and humidity. The ADC functions to change the amount of voltage measured by temperature and soil moisture into a digital quantity which is then forwarded to the ATMega328 microcontroller to be processed into a digital display on the LCD. The ATMega328 microcontroller also regulates the ON and OFF of the water pump engine. The next research is to apply the tools that have been made in real terms. This research will apply the tools that have been made to the water spinach plant (Pomea Aquatic Forsk).
在全球化时代,电子技术的发展非常迅速。利用该技术作为辅助农业的手段,特别是目前正在开发的水培种植园,为了获得最佳效果,有必要监测生长介质的湿度和温度条件。在之前的研究中,一个系统能够根据植物的需要保持水的湿度和温度。该工具由温度传感器、湿度传感器、ATMega328微控制器、ADC和水泵组成。温湿度传感器的功能是检测温度和湿度。ADC的功能是将温度和土壤湿度测量的电压量转换为数字量,然后转发到ATMega328微控制器,处理成LCD上的数字显示。ATMega328微控制器还可以调节水泵发动机的开与关。下一项研究是将这些工具应用到实际生活中。这项研究将应用的工具,已作出的水菠菜植物(水叶果)。
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引用次数: 0
Learning mathematics through experience 通过经验学习数学
Q4 Computer Science Pub Date : 2023-10-27 DOI: 10.21744/ijpm.v6n1.2202
Nguyen Mai Anh, Nguyen Thuy Duong
The aim of this research is to explore the application of experiential mathematics education to enhance the enthusiasm of second-grade students in the context of Vietnamese education. The research methodology is based on conducting a specific theoretical study of the benefits of experiential mathematics education and the significance of mathematical enthusiasm. This paper provides an overview of the theory of experiential mathematics education, focusing on understanding the importance of mathematical enthusiasm in the teaching process and evaluating the current state of mathematics education for second-grade students in Vietnam. The research results emphasize that learning mathematics through experience can create an exciting and effective learning environment for second-grade students. This method helps them grasp mathematical knowledge with greater enthusiasm and provides opportunities for active participation in the learning process. However, it also poses some challenges in implementation, such as adapting to the Vietnamese educational context and ensuring that teachers have the knowledge and skills to effectively apply this method. In conclusion, this paper's research highlights the importance of applying experiential mathematics education to enhance the mathematical enthusiasm of second-grade students in Vietnam and provides theoretical foundations for its effective implementation in the Vietnamese educational environment.
本研究旨在探讨体验式数学教育在越南教育情境下,如何运用体验式数学教育提升二年级学生的学习热情。研究方法是基于对体验式数学教育的益处和数学热情的意义进行具体的理论研究。本文概述了体验式数学教育的理论,重点是理解数学热情在教学过程中的重要性,并评估越南二年级学生数学教育的现状。研究结果强调,体验式数学学习可以为二年级学生创造一个令人兴奋和有效的学习环境。这种方法帮助他们以更大的热情掌握数学知识,并为他们积极参与学习过程提供了机会。然而,它在实施中也提出了一些挑战,例如适应越南的教育环境,并确保教师拥有有效应用这种方法的知识和技能。总之,本文的研究突出了应用体验式数学教育来提高越南二年级学生数学热情的重要性,并为其在越南教育环境中有效实施提供了理论基础。
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引用次数: 0
Advances in quantum computing: A comprehensive review of quantum algorithms and applications in physics 量子计算的进展:量子算法及其在物理学中的应用的全面回顾
Q4 Computer Science Pub Date : 2023-07-01 DOI: 10.33545/26648636.2023.v5.i1a.60
Dr. Sushila Srivastava, Dr. Monika Malik, Shubham .
Quantum computing, an innovative fusion of quantum mechanics and computer science, has emerged as a transformative force in the field of physics research. This comprehensive review article explores the advancements in quantum computing, focusing on quantum algorithms and their applications in various areas of physics. The review begins with an introduction to the fundamentals of quantum computing, elucidating the principles of qubits, quantum gates, and quantum algorithms. Subsequently, the article delves into the latest developments in quantum algorithms, including Shor's algorithm for factoring large numbers, Grover's algorithm for quantum search, and quantum phase estimation for simulating quantum systems. Furthermore, the review explores the practical applications of quantum computing in physics, encompassing quantum simulations of complex systems, quantum chemistry calculations, and quantum optimization for problem-solving. Additionally, the article presents case studies that demonstrate the practical implications of quantum computing in specific physics applications. The review also addresses the challenges and prospects of quantum computing in physics, including quantum error mitigation, hardware scalability, and quantum-classical interfaces. Ethical and societal considerations related to quantum computing's cryptographic impact, access, and responsible development are also discussed. Furthermore, the review explores the future directions of quantum computing in physics, from quantum supremacy to quantum machine learning and quantum gravity. The article concludes with reflections on the transformative potential of quantum computing in physics research and the importance of collaborative efforts, interdisciplinary research, and responsible development in shaping the future of quantum technologies. Overall, this comprehensive review offers valuable insights into the current state of quantum computing in physics and the exciting possibilities that lie ahead for unravelling the mysteries of the universe.
量子计算是量子力学和计算机科学的创新融合,已经成为物理研究领域的一股变革力量。这篇全面的综述文章探讨了量子计算的进展,重点是量子算法及其在物理各个领域的应用。回顾开始介绍量子计算的基础知识,阐明量子比特,量子门和量子算法的原理。随后,文章深入研究了量子算法的最新进展,包括用于大数分解的short '算法、用于量子搜索的Grover'算法和用于模拟量子系统的量子相位估计。此外,本文还探讨了量子计算在物理学中的实际应用,包括复杂系统的量子模拟、量子化学计算和解决问题的量子优化。此外,本文还介绍了案例研究,展示了量子计算在特定物理应用中的实际含义。该综述还讨论了量子计算在物理学中的挑战和前景,包括量子误差缓解、硬件可扩展性和量子经典接口。还讨论了与量子计算的密码学影响、访问和负责任的开发相关的伦理和社会考虑。此外,本文还探讨了量子计算在物理学中的未来发展方向,从量子霸权到量子机器学习和量子引力。文章最后反思了量子计算在物理研究中的变革潜力,以及协作努力、跨学科研究和负责任发展在塑造量子技术未来中的重要性。总的来说,这篇全面的综述为物理学中量子计算的现状提供了宝贵的见解,并为解开宇宙之谜提供了令人兴奋的可能性。
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引用次数: 0
A computational method for solving a boundary value problem for impulsive integro-differential equation 脉冲积分微分方程边值问题的一种计算方法
Q4 Computer Science Pub Date : 2023-06-01 DOI: 10.26577/ijmph.2023.v14.i1.03
A. K. Tankeyeva, S. Mynbayeva
. In this paper, we are interested in finding a numerical solution of a linear BVP for a Fredholm IDE with a degenerate kernel subjected to impulsive actions. By Dzumabaev’s parametrization method the original problem is reduced to a multipoint BVP for the system of Fredholm IDEs with additional parameters. For fixed parameters, the special Cauchy problem for the system of FIDEs on subintervals is obtained and by using a solution to this problem, a system of algebraic equations in parameters is constructed. An algorithm for solving the BVP and its computational implementation is developed. In the algorithm, Cauchy problems for ODEs and the calculation of definite integrals are the main auxiliary problems. By using various numerical methods for solving these auxiliary problems, the proposed algorithm can be implemented in different ways. The program codes were written to solve the problem and all calculations are performed on the Matlab 2018 software platform.
在本文中,我们感兴趣的是找到具有退化核的Fredholm IDE在脉冲作用下的线性BVP的数值解。利用Dzumabaev的参数化方法,将带有附加参数的Fredholm IDE系统的原始问题简化为多点BVP。对于固定参数,得到了子区间FIDE系统的特殊Cauchy问题,并利用该问题的解构造了参数代数方程组。提出了一种求解BVP的算法及其计算实现。在算法中,常微分方程的柯西问题和定积分的计算是主要的辅助问题。通过使用各种数值方法来解决这些辅助问题,所提出的算法可以以不同的方式实现。编写了解决该问题的程序代码,所有计算都在Matlab 2018软件平台上进行。
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引用次数: 0
Slow Growth of CdSe Nanocrystals in Glass and Their Refractive Index Change CdSe纳米晶体在玻璃中的缓慢生长及其折射率变化
Q4 Computer Science Pub Date : 2023-06-01 DOI: 10.26577/ijmph.2023.v14.i1.010
C. Allahverdi
. The refractive index change of semiconductor nanocrystals must be known when designing precision optical components based on semiconductor nanocrystals. In this study, Kramers-Kronig transformation has been used to compute the linear refractive index change of cadmium selenide (CdSe) nanocrystals embedded in glass. Classical theory and numerical computation of Kramers-Kronig relation have been given and explained in detail. CdSe nanocrystals have been grown in borosilicate glass by using melting, rapid-cooling, and heat treatment procedure. Compared to the production studies of semiconductor nanocrystals in borosilicate glass in the literature, the growth temperature of CdSe nanocrystals in glass has been decreased and their growth time has been extended. In other words, a slow growth method has been performed to form pure CdSe nanocrystals in glass. The quantum size effect has been observed at their optical absorption spectra. Surface and longitudinal optical phonon modes of CdSe nanocrystals have been measured by using Raman spectroscopy. The refractive index change has been found as ~1.36 × 10 -4 for CdSe nanocrystals with a diameter of ~3.93 nm.
. 在设计基于半导体纳米晶体的精密光学元件时,必须了解半导体纳米晶体的折射率变化。本研究利用Kramers-Kronig变换计算了嵌入玻璃中的硒化镉(CdSe)纳米晶体的线性折射率变化。给出了Kramers-Kronig关系的经典理论和数值计算,并对其进行了详细的说明。利用熔融、快速冷却和热处理工艺,在硼硅酸盐玻璃中生长出CdSe纳米晶体。与文献中硼硅玻璃中半导体纳米晶的制备研究相比,CdSe纳米晶在玻璃中的生长温度降低,生长时间延长。换句话说,一种缓慢生长的方法已经在玻璃中形成了纯CdSe纳米晶体。在它们的光学吸收光谱上观察到量子尺寸效应。利用拉曼光谱测量了CdSe纳米晶体的表面和纵向光学声子模式。对于直径为~3.93 nm的CdSe纳米晶体,折射率变化为~1.36 × 10 -4。
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引用次数: 0
A SEMI-AUTOMATIC EXAMINATION OF CO2 STRUCTURES IN THIN FILMS AT LOW TEMPERATURES 低温下薄膜中CO2结构的半自动检测
Q4 Computer Science Pub Date : 2023-06-01 DOI: 10.26577/ijmph.2023.v14.i1.06
O. Golikov, D. Yerezhep, Timur Yerlanov
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引用次数: 0
Dark energy cosmological model with anisotropic fluid and time varying lambda in Kaluza-Klein metric 具有各向异性流体和Kaluza-Klein度量中时变lambda的暗能量宇宙学模型
Q4 Computer Science Pub Date : 2023-06-01 DOI: 10.26577/ijmph.2023.v14.i1.011
Namrata Indrakumar Jain
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引用次数: 0
Development of a program for the prediction of placement of spacecraft based on TLE data 基于TLE数据的航天器位置预测程序的开发
Q4 Computer Science Pub Date : 2023-06-01 DOI: 10.26577/ijmph.2023.v14.i1.02
Peng Xu
. Accurate prediction of spacecraft placement is crucial for mission completion and scientific research. Based on the archive of the TLE data of the spacecraft, the placements of the Low Earth Orbit spacecraft ( Аl -Farabi-2), Medium Earth Orbit spacecraft (BEIDOU-3 M20), and High Earth Orbit spacecraft (IPM 2 & BREEZE-M R/B) were predicted in coordinate form using the first set of TLE data and SGP4/SDP4 model in Python. This work also employs the STK software for comparison purposes. The actual placements of these spacecraft are obtained by parsing their TLE data archives, and the errors of the two prediction methods are calculated. The errors are compared to evaluate the similarity and prediction accuracy of the two methods. This comprehensive analysis allows for an assessment of the feasibility of predicting spacecraft placements using a Python program as an alternative to the STK software. The results indicate that the Python-based method can be effectively used for accurate satellite coordinate prediction, offering a more accessible and cost-effective alternative to the STK software.
.准确预测航天器的位置对于完成任务和科学研究至关重要。基于航天器的TLE数据档案,使用Python中的第一组TLE数据和SGP4/SD4模型,以坐标形式预测了近地轨道航天器(Аl-Farabi-2)、中地轨道航天器(BEIDOU-3 M20)和高地球轨道航天器(IPM 2和BREEZE-M R/B)的位置。这项工作也使用STK软件进行比较。通过解析这些航天器的TLE数据档案,获得了它们的实际位置,并计算了两种预测方法的误差。将误差进行比较,以评估两种方法的相似性和预测准确性。这种综合分析允许使用Python程序作为STK软件的替代方案来评估预测航天器放置的可行性。结果表明,基于Python的方法可以有效地用于精确的卫星坐标预测,为STK软件提供了一种更方便、更具成本效益的替代方案。
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引用次数: 0
ANDROID APPLICATION FOR PARSING X-RAY ABSORPTION COEFFICIENTS WEB DATABASE ANDROID应用程序解析X射线吸收系数WEB数据库
Q4 Computer Science Pub Date : 2023-06-01 DOI: 10.26577/ijmph.2023.v14.i1.08
A. Kussainov, Yelena White, S. Kemelzhanova
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引用次数: 0
The Exploring nonlinear vacuum electrodynamics beyond Maxwell’s Equations 超越麦克斯韦方程组的非线性真空电动力学探索
Q4 Computer Science Pub Date : 2023-06-01 DOI: 10.26577/ijmph.2023.v14.i1.07
N. Beissen, M. Abishev, S. Toktarbay, T. Yernazarov, D. Utepova, M. Zhakipova
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引用次数: 0
期刊
International Journal of Mathematics and Physics
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